11392_17 (C)

inthellipreghelliptradehellipTime 230 PM to 430 PM +yenhellip vhellipDuration 2 Hrs + vhellipEUacuteihellipreghellip +ΔEUacuteMaximum Marks 100

|hellippartxhellip hellipdivideŒintihellipEUacutehellip inthellipΔQuestion Booklet No |hellippartxhellip hellipdivideŒintihellipEUacutehellip GUacutereghellipQuestion Booklet Series hellipjhellip EUacutehellippermilb˜Paper Code

C

|hellippartxhellip hellipdivideŒintihellipEUacutehellip ihellipsecthellip ihellipEUacute xhellip Jhelliphellippermilplusmnhellippermil Vhellipsecthellip ihellipEUacute +helliphellipEUacutehellippermil ltinthellipEpermilUacute plusmnhelliptradehellipAcirc xhellipnEcircparthellip xhellip n˘tradehelliphellip VhelliphelliptradehellippermilDo not open this QUESTION BOOKLET until you are asked to do so

Instructions Please read the following instructions carefully before writing youranswer 1 Before you proceed to mark your response in OMR answer sheet you have to fill

in particulars carefully in the OMR answer sheet as per your admit card The OMRshall not be evaluated if incorrectincomplete details are filledOMR sheet withoutRoll Number Post Code and Question Booklet Series will not be evaluatedunder any circumstances

2 Immediately on breaking of the seal the candidate must check that the QuestionBooklet has 100 questions with multiple choice questions If there is any discrepancyit should be reported to the Invigilator immediately for change of bookletNo sheetfrom the question paper shall be detached

3 The candidate shall check whether the Paper Code printed on this QuestionBooklet matches with the Paper Code printed on the Admit card

4 Candidate must write his Name Roll Number and sign at the appropriate placesmarked for this purpose on the front page of this Question Booklet

5 All questions are compulsoryEach question carries 1 mark There is no negativemarking for wrong answer

6 Use only blue or black ball point pen Use of pencil or gel pen is not allowed7 There are four answer options ndash (A) (B) (C) (D) given against each question out

of which only one is correct Mark your answer by filling OVALbubble on theOMR answer sheet provided to the candidate

8 Darken completely only one OVALbubble which you think is correct as shown inthe figure

Correct method Wrong Method

Rough work must be done on the pages (space for rough work) given at the end ofthe Question Booklet

9 Answer sheets will be processed by electronic means Hence invalidation of OMRanswer sheets resulting due to folding or putting stray marks on it or any damageto the answer sheet as well as incompleteincorrect filling of answer sheet will bethe sole responsibility of the candidate

10 If candidate gives more than one answer it will be treated as wrong answer even ifone of given answer happens to be correct

11 After completion of examination you have to hand over your OMR answer sheetand second copy of admit card(in case of PH candidates copy of scribe admit cardalso) to the invigilator Candidate shall be allowed to take the question paperbooklet along with him Please retain first copy of Admit card along with you

12 Use of any electronic device like mobile calculator or any electronic gadgets isstrictly prohibited If candidate is found in possession of any such devices herhiscandidature will be cancelled

|hellippartxhellip hellipjhellip QUESTION PAPER

yenhellipEumlEUacuteŒplusmnhellipEUacute |hellipEUacutehellipAElig˙ hellipAElig˙ldquoIhelliphhellipOBJECTIVE(MCQ) TYPE TEST

1392

parahelliphellipMhellipPART yenhellipπhelliptradehellipSUBJECT |hellippartxhelliphellipAcirc EUacuteldquo inthellipΔJtradehelliphellipNo of Question

parahelliphellipMhellip APart A inthelliphellipreghelliphellipxtradehellip yenhellipYhelliphellipxhellip amp Mhellip hhellipihellipldquotradehellip + parahellipYhellipihelliphellipGeneral Science amp Quantitative Aptitude 20 |hellippartxhellip20 Questions

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EUacuteinthellipldquo yenhellipyenhelliphellipn˘ EUacuteldquo Œintlhellip ihellip reghellipAcirc +ƒOhellippermilVhellipldquo EUacutelhellipxhellip Ω˛ldquo reghelliphellipxtradehellip Ω˛hellippermilMhelliphellipIn case of any dispute English version will prevail

+paratradehelliplhelliplsquo EUacutehellip xhelliphellipreghellip Name of the Candidate

+xhellipdivideGUacutereghelliphellipΔEUacuteRoll No

hellipAElig˙ldquoIhelliphellip EUacuteldquo ihelliphellipAElig˙ldquoJhellipDate of Examination (ddmmyyyy)

+paratradehelliplhelliplsquo EUacutehellip Ω˛intihelliphellipIhellipAElig˙ xhellipAElig˙ldquoIhellipEUacute EUacutehellip Ω˛intihelliphellipIhellipAElig˙ Signature of the Candidate Signature of the Invigilator

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2 inthellipldquoplusmnhellip ihelliphellippermilc˜xhellippermil EpermilUacute `ˆldquoEUacute secthelliphellipn˘ +paratradehelliplhelliplsquo tradehellipΩ˛ WhelliphellipƒShellip EUacuteAElig˙ plusmnhellipAcirc EUacute |hellippartxhellip hellipdivideŒintihellipEUacutehellip reghellipAcirc secthellipΩdivide˛- yenhellipEUacuteplusmnhellip |hellipEUacutehellipAElig˙EpermilUacute 100 |hellippartxhellip ΩEgrave˛ tradehellip n˘ EUacutehellippermilltlaquo +inthellipΔMhellip ihellip helliphellipltlaquo VhelliphellipB ihelliphellippermil ltinthellipEUacuteldquo inthellipfraslShellipxhelliphellip ihellipdividedivideAEligΔ˙ihellip xhellipAElig˙ldquoIhellipEUacute EUacutehellippermil nAcirc˘ +hellipEumlAElig˙hellipdivideŒintihellipEUacutehellip secthellipn˘plusmnhellip plusmnhellipAcirc |hellippartxhellip hellipjhellip inthellippermil EUacutehellippermilltlaquo EUacutehellipMhellipVhellip xhellipΩ˛rdquo xhellipEUacutehellipplusmnhelliphellip Vhelliphellipxhelliphellip Shelliphellip Ω˛B

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6 EpermilUacuteyenhellipplusmnhellip xhellipldquoplusmnhellipldquo tradehelliphellip EUacutehellipplusmnhellipldquo secthelliphellipIumlplusmnhellip helliphellipIumlltΔ]ı hellippermilxhellip EUacutehellip |helliptradehelliphellippermilMhellip EUacuteAEligAcirc˙ hellipAcirc inthellipplusmnhellip tradehelliphellip Vhellippermilplusmnhellip hellippermilxhellip EUacutehellip |helliptradehelliphellippermilMhellip xhellipΩ˛rdquoEUacuteAEligAcirc

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AElig˙degUacute EUacutehelliptradehelliplaquo |hellippartxhellip hellipdivideŒintihellipEUacutehellip EpermilUacute +Δihellip reghellipAcirc |hellipn˘khellip (AElig˙degUacute EUacutehelliptradehelliplaquo EpermilUacute plusmnhellipB intlhelliphellipxhellip) hellipfiπ`ˆ hellipAElig˙ Ω˛ldquo EUacuteAEligAcirc˙9 =khellipAElig˙ hellip jhellipEUacutehellip EUacutehellippermil ltplusmnhellippermilC]asympıhellippermil xhellipEUacute reghelliphellipvtradehellipreghellip inthellippermil |hellip GUacutetradehelliphellipMhellipihellip EUacutetradehelliphellip VhelliphellipBMhelliphellip +ihellipamp ltinthellipEpermilUacute reghellipdividec˜xhellippermil tradehelliphellip

ltinthelliphellipAElig˙ EUacutehellippermilltlaquo xhellipparthelliphellipxhellip hellipc˜xhellippermil +lhellipyenhelliphellip =khellipAElig˙ hellip jhellipEUacutehellip EUacutehellippermil EUacutehellippermilltlaquo Ihellip ihellip Ω˛hellippermilxhellippermil EpermilUacute inthelliphelliplhellip-inthelliphelliplhellip +hellipfraslhhelliplaquo+inthellipitradehellip parahellipAElig˙xhellippermil EpermilUacute plusmnhellipB EpermilUacuteyenhellipplusmnhellip +paratradehelliplhelliplsquo Ω˛ldquo =khellipAElig˙n˘helliptradehellipldquo Ω˛hellipAcircMhellippermil

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11 hellipAElig˙ldquoIhelliphellip hellipfraslAElig˙ldquo EUacuteAElig˙xhellippermil EpermilUacute secthelliphellipn˘ +helliphellip +hellipxhelliphellip OMR =khellipAElig˙ hellip jhellipEUacutehellip +hellipEumlAElig˙ |hellipyenhellippermilparthellip hellipjhellip EUacuteldquo nfrasl˘inthellipAElig˙ldquo |hellip ihellip(PH +paratradehelliplhelliplsquo EpermilUacute reghelliphellipreghellipplusmnhellippermil reghellipAcirc intGUacutehellipltsecthellip |hellipyenhellippermilparthellip hellipjhellip EUacuteldquo |hellip ihellip parahellipldquo) xhellipAElig˙ldquoIhellipEUacute EpermilUacute helliphellipinthellip Vhellipreghelliphellip EUacuteAElig˙hellip nAcirc˘+paratradehelliplhelliplsquo EUacutehellippermil |hellippartxhellip hellipdivideŒintihellipEUacutehellip +hellipxhellippermil inthelliphelliplhellip plusmnhellippermil Vhelliphellipxhellippermil EUacuteldquo +xhellipdividereghellip ihellip ΩEuml˛ |hellipyenhellippermilparthellip hellipjhellip EUacuteldquo |helliplhellipreghellip |hellip ihellipparahellipldquo +hellipxhellippermil helliphellipinthellip AElig˙JhellipAcirc

12 EUacuteinthellipldquo ltplusmnhellippermilC]asympıhellippermil xhellipEUacute tradehellipΔjhellip VhellipEumlinthellippermil reghelliphellippermilsecthelliphellipltplusmnhellip EEumlUacuteplusmnhellipCtradehellipfraslplusmnhellippermil]ıAElig˙ tradehelliphellip +xtradehellip EUacuteinthellipldquo ltplusmnhellippermilC]asympıhellippermil xhellipEUacute =hellipEUacuteAElig˙hhellip EUacutehellip|helliptradehelliphellippermilMhellip inthellipyenhelliplaquon˘hellip yenhellipAtildeVhellipihellip ΩEuml˛ tradehellip n˘ +paratradehelliplhelliplsquo EpermilUacute helliphellipinthellip Bpermilinthelliphellip EUacutehellippermilltlaquo tradehellipΔjhellip helliphelliptradehelliphellip Vhelliphellipihelliphellip ΩEuml˛ ihelliphellippermil =inthellipEUacuteldquo+paratradehelliplhelliplsquoihelliphellip xhellipAElig˙intihellip EUacuteAElig˙ n˘ldquo VhelliphellipBMhellipldquo

21392_17 (C)

GENERAL APTITUDE

1 The different group of stars is known asA) Constellations B) Celestial bodies C) Asteroids D) Comet

2 Which country has two-party systemA) India B) Sri Lanka C) United Kingdom D) Nepal

3 Which of the following is a macro nutrientA) Mn B) Mg C) Cu D) Zn

4 The process of evaporation causesA) Cooling B) Heating C) Dryness D) None of these

5 Place directly above focus on Earthrsquos surface is known asA) Strike B) Comma C) Epicenter D) Origin

6 How does light normally travelA) In concentric circles B) In a straight lineC) Always towards a dark area D) In a curved line

7 First Country to undergo industrial revolutionA) France B) Britain C) Germany D) USA

8 A solar water heater can not be used to get hot water onA) A sunny day B) A cloudy day C) A hot day D) A windy day

9 In India the first cotton mill was set up inA) Madras B) Bombay C) Kanpur D) Surat

10 Regur soil is the other name ofA) Black soil B) Alluvial soil C) Arid soil D) Laterite soil

11 HCF of 84 amp 270 isA) 8 B) 6 C) 4 D) 2

12 The sum of first five multiples of 3 isA) 45 B) 65 C) 75 D) 90

13 712 is equivalent toA) 28 40 B) 42 71 C) 72 42 D) 42 72

14 Find the simple interest on the Rs 2000 at 254 per annum for the period from 4th Feb 2005 to 18th April 2005A) Rs 35 B) Rs 30 C) Rs 25 D) Rs 40

15 The average of 20 numbers is Zero Of them at the most how many may be greater than zeroA) 0 B) 1 C) 10 D) 19

16 An athlete runs 200 meters in 24 seconds His speed isA) 10 kmhr B) 17 kmhr C) 27 kmhr D) 30 kmhr

31392_17 (C)

DOMAIN KNOWLEDGE

21 While machining cast iron coolant should beA) Dry air B) Kerosene C) Machine oil D) soft water

22 The tool post of a planning machine is mounted onA) Apron B) Cross rail C) Clapper box D) Saddle

23 Which one of the characteristics of a milling cutter is most suitable for climb millingA) Left hand cutting B) Teeth material is carbideC) Larger clearance and rake angle D) The teeth are straight to the axis of the cutter

24 A gear wheel has 36 teeth and 3 mm module its pitch diameter isA) 12 mm B) 75 mm C) 80 mm D) 108 mm

25 A 15mm displacement of tool point in boring operation will result in a change in the diameter equal toA) 075 mm B) 15 mm C) 3 mm D) 6 mm

26 The position of gear cutter on the arbor for rack milling isA) Nearer to the column B) Nearer to the arbor supportC) At the middle D) At any point on the arbor

27 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

28 What is the standard TTL noise marginA) 50 V B) 02 V C) 08 V D) 04 V

29 The range of a valid LOW input isA) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V

30 When an IC has two rows of parallel connecting pins the device is referred to asA) QFP B) DIP C) Phase splitter D) CMOS

17 Every rational number isA) A natural number B) An integer C) A real number D) A whole number

18 What decimal of an hour is a secondA) 0025 B) 0256 C) 00027 D) 000126

19 A fruit seller had some apples He sells 40 apples and still has 420 apples Originally he had how many A) 588 apples B) 600 apples C) 672 apples D) 700 apples

20 A does a work in 10 days and B does the same work in 15 days In how many days they will do the same worktogetherA) 5 days B) 6 days C) 7 days D) 8 days

41392_17 (C)

31 Which digital IC package type makes the most efficient use of printed circuit board spaceA) SMT B) TO can C) flat pack D) DIP

32 The problem of interfacing IC logic families that have different supply voltages (VCCs) can be solved by using aA) Level-shifter B) Tri-state shifter C) Translator D) Level-shifter or translator

33 Ten TTL loads per TTL driver is known asA) Noise immunity B) Power dissipation C) Fanout D) Propagation delay

34 The use of triggered sweep when using an oscilloscope provides more accuracy in which areaA) Frequency B) Amplitude C) Reticule activity D) Timing

35 Which device would best aid in shorted track detectionA) Multimeter B) Current tracer C) logic pulser D) oscilloscope

36 CMOS logic is probably the best all-around circuitry because of itsA) Packing density B) Low power consumptionC) Very high noise immunity D) Low power consumption and very high noise immunity

37 Low power consumption achieved by CMOS circuits is due to which construction characteristicA) Complementary pairs B) Connecting pads C) DIP packages D) Small-scale integration

38 A TTL totem pole circuit is designed so that the output transistors areA) always on together B) providing phase splittingC) providing voltage regulation D) Never on together

39 The time needed for an output to change as the result of an input change is known asA) Noise immunity B) Fanout C) Propagation delay D) Rise time

40 A series of gradually decreasing sine wave oscillations is calledA) Ringing B) Slew C) Overshooting D) Undershooting

41 The fast carry or look-ahead carry circuits found in most 4-bit parallel-adder circuitsA) Increase ripple delay B) Add a 1 to complemented inputsC) Reduce propagation delay D) Determine sign and magnitude

42 How many basic binary subtraction operations are possibleA) 4 B) 3 C) 2 D) 1

43 How many basic binary subtraction combinations are possibleA) 4 B) 3 C) 2 D)1

44 A +5 V PCB power source that has been ldquopulled downrdquo to a +34 V level may be due toA) a circuit open B) a faulty regulator C) the half-split method D) a circuit short

45 Measurement of pulse width should be taken at a 50 mean of theA) Overshoot and undershoot B) Rise and fallC) Damping and ringing D) Leading and trailing amplitude

51392_17 (C)

46 Which test equipment best allows a comparison between input and output signalsA) an oscilloscope B) a logic probe C) a spectrum analyzer D) a multitrace oscilloscope

47 What is the next step after discovering a faulty gate within an ICA) Repair the gate B) Re-solder the tracks C) Replace the IC D) Recheck the power source

48 The use of a multimeter with digital circuits allows the measurement ofA) Pulse width B) Voltage or resistance C) Current D) Pulse trains

49 A data conversion system may be used to interface a digital computer system toA) an analog output device B) a digital output device C) an analog input device D) a digital printer

50 The output will be a LOW for any case when one or more inputs are zero in a(n)A) OR gate B) NOT gate C) AND gate D) NAND gate

51 In a planning machine the depth of cut is given byA) Adjusting tool slide B) Rotating the feed screw of the tool holderC) Moving cross slide D) Lifting the work piece

52 The determination of a digital signalrsquos frequency and wave shape is best accomplished with which test equipmentA) an oscilloscope B) a multimeter C) a spectrum analyzer D) a frequency generator

53 What are the two types of basic adder circuitsA) half adder and full adder B) half adder and parallel adderC) asynchronous and synchronous D) onersquos complement and tworsquos complement

54 Why it is necessary to maintain an approach distance between the cutting tool and the work while working onshaping machineA) To cool down the cutting edge of the tool bit B) To avoid any ridger at the end of workpieceC) To allow the chips to fall and clear the cutting edge D) To enable the clapper box to return to cutting

55 Oil grooves are to be cut in brass half bearings Which one of the following chisels in suitableA) Flat chisel B) Cross chisel C) Half round nose chisel D) Web chisel

56 The quality control allows at the most 04 defective parts How many defective parts can be allowed in aproduction of 500 partsA)1 B)2 C)10 D)20

57 One which unit the tool setting is done on NC machineA) On special devices away from the machine B) On the NC machine during idle timeC) On the pre setting devices D) None of above

58 The component of the surface texture upon which the roughness is superimposed is known asA) Surface roughness B) Surface texture C) Lay D) Waviness

59 Which type of signal is represented by discrete valuesA) noisy signal B) nonlinear C) analog D) digital

60 Thread ring gauges are used check external threads Separate lsquoGorsquo and lsquoNo Gorsquo gauging members are providedWhich one of the following screw thread elements is not checked with the ring gaugesA) Pitch B) Helix angle C) Profile D) Pitch diameter

61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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21392_17 (C)

GENERAL APTITUDE

1 The different group of stars is known asA) Constellations B) Celestial bodies C) Asteroids D) Comet

2 Which country has two-party systemA) India B) Sri Lanka C) United Kingdom D) Nepal

3 Which of the following is a macro nutrientA) Mn B) Mg C) Cu D) Zn

4 The process of evaporation causesA) Cooling B) Heating C) Dryness D) None of these

5 Place directly above focus on Earthrsquos surface is known asA) Strike B) Comma C) Epicenter D) Origin

6 How does light normally travelA) In concentric circles B) In a straight lineC) Always towards a dark area D) In a curved line

7 First Country to undergo industrial revolutionA) France B) Britain C) Germany D) USA

8 A solar water heater can not be used to get hot water onA) A sunny day B) A cloudy day C) A hot day D) A windy day

9 In India the first cotton mill was set up inA) Madras B) Bombay C) Kanpur D) Surat

10 Regur soil is the other name ofA) Black soil B) Alluvial soil C) Arid soil D) Laterite soil

11 HCF of 84 amp 270 isA) 8 B) 6 C) 4 D) 2

12 The sum of first five multiples of 3 isA) 45 B) 65 C) 75 D) 90

13 712 is equivalent toA) 28 40 B) 42 71 C) 72 42 D) 42 72

14 Find the simple interest on the Rs 2000 at 254 per annum for the period from 4th Feb 2005 to 18th April 2005A) Rs 35 B) Rs 30 C) Rs 25 D) Rs 40

15 The average of 20 numbers is Zero Of them at the most how many may be greater than zeroA) 0 B) 1 C) 10 D) 19

16 An athlete runs 200 meters in 24 seconds His speed isA) 10 kmhr B) 17 kmhr C) 27 kmhr D) 30 kmhr

31392_17 (C)

DOMAIN KNOWLEDGE

21 While machining cast iron coolant should beA) Dry air B) Kerosene C) Machine oil D) soft water

22 The tool post of a planning machine is mounted onA) Apron B) Cross rail C) Clapper box D) Saddle

23 Which one of the characteristics of a milling cutter is most suitable for climb millingA) Left hand cutting B) Teeth material is carbideC) Larger clearance and rake angle D) The teeth are straight to the axis of the cutter

24 A gear wheel has 36 teeth and 3 mm module its pitch diameter isA) 12 mm B) 75 mm C) 80 mm D) 108 mm

25 A 15mm displacement of tool point in boring operation will result in a change in the diameter equal toA) 075 mm B) 15 mm C) 3 mm D) 6 mm

26 The position of gear cutter on the arbor for rack milling isA) Nearer to the column B) Nearer to the arbor supportC) At the middle D) At any point on the arbor

27 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

28 What is the standard TTL noise marginA) 50 V B) 02 V C) 08 V D) 04 V

29 The range of a valid LOW input isA) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V

30 When an IC has two rows of parallel connecting pins the device is referred to asA) QFP B) DIP C) Phase splitter D) CMOS

17 Every rational number isA) A natural number B) An integer C) A real number D) A whole number

18 What decimal of an hour is a secondA) 0025 B) 0256 C) 00027 D) 000126

19 A fruit seller had some apples He sells 40 apples and still has 420 apples Originally he had how many A) 588 apples B) 600 apples C) 672 apples D) 700 apples

20 A does a work in 10 days and B does the same work in 15 days In how many days they will do the same worktogetherA) 5 days B) 6 days C) 7 days D) 8 days

41392_17 (C)

31 Which digital IC package type makes the most efficient use of printed circuit board spaceA) SMT B) TO can C) flat pack D) DIP

32 The problem of interfacing IC logic families that have different supply voltages (VCCs) can be solved by using aA) Level-shifter B) Tri-state shifter C) Translator D) Level-shifter or translator

33 Ten TTL loads per TTL driver is known asA) Noise immunity B) Power dissipation C) Fanout D) Propagation delay

34 The use of triggered sweep when using an oscilloscope provides more accuracy in which areaA) Frequency B) Amplitude C) Reticule activity D) Timing

35 Which device would best aid in shorted track detectionA) Multimeter B) Current tracer C) logic pulser D) oscilloscope

36 CMOS logic is probably the best all-around circuitry because of itsA) Packing density B) Low power consumptionC) Very high noise immunity D) Low power consumption and very high noise immunity

37 Low power consumption achieved by CMOS circuits is due to which construction characteristicA) Complementary pairs B) Connecting pads C) DIP packages D) Small-scale integration

38 A TTL totem pole circuit is designed so that the output transistors areA) always on together B) providing phase splittingC) providing voltage regulation D) Never on together

39 The time needed for an output to change as the result of an input change is known asA) Noise immunity B) Fanout C) Propagation delay D) Rise time

40 A series of gradually decreasing sine wave oscillations is calledA) Ringing B) Slew C) Overshooting D) Undershooting

41 The fast carry or look-ahead carry circuits found in most 4-bit parallel-adder circuitsA) Increase ripple delay B) Add a 1 to complemented inputsC) Reduce propagation delay D) Determine sign and magnitude

42 How many basic binary subtraction operations are possibleA) 4 B) 3 C) 2 D) 1

43 How many basic binary subtraction combinations are possibleA) 4 B) 3 C) 2 D)1

44 A +5 V PCB power source that has been ldquopulled downrdquo to a +34 V level may be due toA) a circuit open B) a faulty regulator C) the half-split method D) a circuit short

45 Measurement of pulse width should be taken at a 50 mean of theA) Overshoot and undershoot B) Rise and fallC) Damping and ringing D) Leading and trailing amplitude

51392_17 (C)

46 Which test equipment best allows a comparison between input and output signalsA) an oscilloscope B) a logic probe C) a spectrum analyzer D) a multitrace oscilloscope

47 What is the next step after discovering a faulty gate within an ICA) Repair the gate B) Re-solder the tracks C) Replace the IC D) Recheck the power source

48 The use of a multimeter with digital circuits allows the measurement ofA) Pulse width B) Voltage or resistance C) Current D) Pulse trains

49 A data conversion system may be used to interface a digital computer system toA) an analog output device B) a digital output device C) an analog input device D) a digital printer

50 The output will be a LOW for any case when one or more inputs are zero in a(n)A) OR gate B) NOT gate C) AND gate D) NAND gate

51 In a planning machine the depth of cut is given byA) Adjusting tool slide B) Rotating the feed screw of the tool holderC) Moving cross slide D) Lifting the work piece

52 The determination of a digital signalrsquos frequency and wave shape is best accomplished with which test equipmentA) an oscilloscope B) a multimeter C) a spectrum analyzer D) a frequency generator

53 What are the two types of basic adder circuitsA) half adder and full adder B) half adder and parallel adderC) asynchronous and synchronous D) onersquos complement and tworsquos complement

54 Why it is necessary to maintain an approach distance between the cutting tool and the work while working onshaping machineA) To cool down the cutting edge of the tool bit B) To avoid any ridger at the end of workpieceC) To allow the chips to fall and clear the cutting edge D) To enable the clapper box to return to cutting

55 Oil grooves are to be cut in brass half bearings Which one of the following chisels in suitableA) Flat chisel B) Cross chisel C) Half round nose chisel D) Web chisel

56 The quality control allows at the most 04 defective parts How many defective parts can be allowed in aproduction of 500 partsA)1 B)2 C)10 D)20

57 One which unit the tool setting is done on NC machineA) On special devices away from the machine B) On the NC machine during idle timeC) On the pre setting devices D) None of above

58 The component of the surface texture upon which the roughness is superimposed is known asA) Surface roughness B) Surface texture C) Lay D) Waviness

59 Which type of signal is represented by discrete valuesA) noisy signal B) nonlinear C) analog D) digital

60 Thread ring gauges are used check external threads Separate lsquoGorsquo and lsquoNo Gorsquo gauging members are providedWhich one of the following screw thread elements is not checked with the ring gaugesA) Pitch B) Helix angle C) Profile D) Pitch diameter

61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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31392_17 (C)

DOMAIN KNOWLEDGE

21 While machining cast iron coolant should beA) Dry air B) Kerosene C) Machine oil D) soft water

22 The tool post of a planning machine is mounted onA) Apron B) Cross rail C) Clapper box D) Saddle

23 Which one of the characteristics of a milling cutter is most suitable for climb millingA) Left hand cutting B) Teeth material is carbideC) Larger clearance and rake angle D) The teeth are straight to the axis of the cutter

24 A gear wheel has 36 teeth and 3 mm module its pitch diameter isA) 12 mm B) 75 mm C) 80 mm D) 108 mm

25 A 15mm displacement of tool point in boring operation will result in a change in the diameter equal toA) 075 mm B) 15 mm C) 3 mm D) 6 mm

26 The position of gear cutter on the arbor for rack milling isA) Nearer to the column B) Nearer to the arbor supportC) At the middle D) At any point on the arbor

27 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

28 What is the standard TTL noise marginA) 50 V B) 02 V C) 08 V D) 04 V

29 The range of a valid LOW input isA) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V

30 When an IC has two rows of parallel connecting pins the device is referred to asA) QFP B) DIP C) Phase splitter D) CMOS

17 Every rational number isA) A natural number B) An integer C) A real number D) A whole number

18 What decimal of an hour is a secondA) 0025 B) 0256 C) 00027 D) 000126

19 A fruit seller had some apples He sells 40 apples and still has 420 apples Originally he had how many A) 588 apples B) 600 apples C) 672 apples D) 700 apples

20 A does a work in 10 days and B does the same work in 15 days In how many days they will do the same worktogetherA) 5 days B) 6 days C) 7 days D) 8 days

41392_17 (C)

31 Which digital IC package type makes the most efficient use of printed circuit board spaceA) SMT B) TO can C) flat pack D) DIP

32 The problem of interfacing IC logic families that have different supply voltages (VCCs) can be solved by using aA) Level-shifter B) Tri-state shifter C) Translator D) Level-shifter or translator

33 Ten TTL loads per TTL driver is known asA) Noise immunity B) Power dissipation C) Fanout D) Propagation delay

34 The use of triggered sweep when using an oscilloscope provides more accuracy in which areaA) Frequency B) Amplitude C) Reticule activity D) Timing

35 Which device would best aid in shorted track detectionA) Multimeter B) Current tracer C) logic pulser D) oscilloscope

36 CMOS logic is probably the best all-around circuitry because of itsA) Packing density B) Low power consumptionC) Very high noise immunity D) Low power consumption and very high noise immunity

37 Low power consumption achieved by CMOS circuits is due to which construction characteristicA) Complementary pairs B) Connecting pads C) DIP packages D) Small-scale integration

38 A TTL totem pole circuit is designed so that the output transistors areA) always on together B) providing phase splittingC) providing voltage regulation D) Never on together

39 The time needed for an output to change as the result of an input change is known asA) Noise immunity B) Fanout C) Propagation delay D) Rise time

40 A series of gradually decreasing sine wave oscillations is calledA) Ringing B) Slew C) Overshooting D) Undershooting

41 The fast carry or look-ahead carry circuits found in most 4-bit parallel-adder circuitsA) Increase ripple delay B) Add a 1 to complemented inputsC) Reduce propagation delay D) Determine sign and magnitude

42 How many basic binary subtraction operations are possibleA) 4 B) 3 C) 2 D) 1

43 How many basic binary subtraction combinations are possibleA) 4 B) 3 C) 2 D)1

44 A +5 V PCB power source that has been ldquopulled downrdquo to a +34 V level may be due toA) a circuit open B) a faulty regulator C) the half-split method D) a circuit short

45 Measurement of pulse width should be taken at a 50 mean of theA) Overshoot and undershoot B) Rise and fallC) Damping and ringing D) Leading and trailing amplitude

51392_17 (C)

46 Which test equipment best allows a comparison between input and output signalsA) an oscilloscope B) a logic probe C) a spectrum analyzer D) a multitrace oscilloscope

47 What is the next step after discovering a faulty gate within an ICA) Repair the gate B) Re-solder the tracks C) Replace the IC D) Recheck the power source

48 The use of a multimeter with digital circuits allows the measurement ofA) Pulse width B) Voltage or resistance C) Current D) Pulse trains

49 A data conversion system may be used to interface a digital computer system toA) an analog output device B) a digital output device C) an analog input device D) a digital printer

50 The output will be a LOW for any case when one or more inputs are zero in a(n)A) OR gate B) NOT gate C) AND gate D) NAND gate

51 In a planning machine the depth of cut is given byA) Adjusting tool slide B) Rotating the feed screw of the tool holderC) Moving cross slide D) Lifting the work piece

52 The determination of a digital signalrsquos frequency and wave shape is best accomplished with which test equipmentA) an oscilloscope B) a multimeter C) a spectrum analyzer D) a frequency generator

53 What are the two types of basic adder circuitsA) half adder and full adder B) half adder and parallel adderC) asynchronous and synchronous D) onersquos complement and tworsquos complement

54 Why it is necessary to maintain an approach distance between the cutting tool and the work while working onshaping machineA) To cool down the cutting edge of the tool bit B) To avoid any ridger at the end of workpieceC) To allow the chips to fall and clear the cutting edge D) To enable the clapper box to return to cutting

55 Oil grooves are to be cut in brass half bearings Which one of the following chisels in suitableA) Flat chisel B) Cross chisel C) Half round nose chisel D) Web chisel

56 The quality control allows at the most 04 defective parts How many defective parts can be allowed in aproduction of 500 partsA)1 B)2 C)10 D)20

57 One which unit the tool setting is done on NC machineA) On special devices away from the machine B) On the NC machine during idle timeC) On the pre setting devices D) None of above

58 The component of the surface texture upon which the roughness is superimposed is known asA) Surface roughness B) Surface texture C) Lay D) Waviness

59 Which type of signal is represented by discrete valuesA) noisy signal B) nonlinear C) analog D) digital

60 Thread ring gauges are used check external threads Separate lsquoGorsquo and lsquoNo Gorsquo gauging members are providedWhich one of the following screw thread elements is not checked with the ring gaugesA) Pitch B) Helix angle C) Profile D) Pitch diameter

61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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41392_17 (C)

31 Which digital IC package type makes the most efficient use of printed circuit board spaceA) SMT B) TO can C) flat pack D) DIP

32 The problem of interfacing IC logic families that have different supply voltages (VCCs) can be solved by using aA) Level-shifter B) Tri-state shifter C) Translator D) Level-shifter or translator

33 Ten TTL loads per TTL driver is known asA) Noise immunity B) Power dissipation C) Fanout D) Propagation delay

34 The use of triggered sweep when using an oscilloscope provides more accuracy in which areaA) Frequency B) Amplitude C) Reticule activity D) Timing

35 Which device would best aid in shorted track detectionA) Multimeter B) Current tracer C) logic pulser D) oscilloscope

36 CMOS logic is probably the best all-around circuitry because of itsA) Packing density B) Low power consumptionC) Very high noise immunity D) Low power consumption and very high noise immunity

37 Low power consumption achieved by CMOS circuits is due to which construction characteristicA) Complementary pairs B) Connecting pads C) DIP packages D) Small-scale integration

38 A TTL totem pole circuit is designed so that the output transistors areA) always on together B) providing phase splittingC) providing voltage regulation D) Never on together

39 The time needed for an output to change as the result of an input change is known asA) Noise immunity B) Fanout C) Propagation delay D) Rise time

40 A series of gradually decreasing sine wave oscillations is calledA) Ringing B) Slew C) Overshooting D) Undershooting

41 The fast carry or look-ahead carry circuits found in most 4-bit parallel-adder circuitsA) Increase ripple delay B) Add a 1 to complemented inputsC) Reduce propagation delay D) Determine sign and magnitude

42 How many basic binary subtraction operations are possibleA) 4 B) 3 C) 2 D) 1

43 How many basic binary subtraction combinations are possibleA) 4 B) 3 C) 2 D)1

44 A +5 V PCB power source that has been ldquopulled downrdquo to a +34 V level may be due toA) a circuit open B) a faulty regulator C) the half-split method D) a circuit short

45 Measurement of pulse width should be taken at a 50 mean of theA) Overshoot and undershoot B) Rise and fallC) Damping and ringing D) Leading and trailing amplitude

51392_17 (C)

46 Which test equipment best allows a comparison between input and output signalsA) an oscilloscope B) a logic probe C) a spectrum analyzer D) a multitrace oscilloscope

47 What is the next step after discovering a faulty gate within an ICA) Repair the gate B) Re-solder the tracks C) Replace the IC D) Recheck the power source

48 The use of a multimeter with digital circuits allows the measurement ofA) Pulse width B) Voltage or resistance C) Current D) Pulse trains

49 A data conversion system may be used to interface a digital computer system toA) an analog output device B) a digital output device C) an analog input device D) a digital printer

50 The output will be a LOW for any case when one or more inputs are zero in a(n)A) OR gate B) NOT gate C) AND gate D) NAND gate

51 In a planning machine the depth of cut is given byA) Adjusting tool slide B) Rotating the feed screw of the tool holderC) Moving cross slide D) Lifting the work piece

52 The determination of a digital signalrsquos frequency and wave shape is best accomplished with which test equipmentA) an oscilloscope B) a multimeter C) a spectrum analyzer D) a frequency generator

53 What are the two types of basic adder circuitsA) half adder and full adder B) half adder and parallel adderC) asynchronous and synchronous D) onersquos complement and tworsquos complement

54 Why it is necessary to maintain an approach distance between the cutting tool and the work while working onshaping machineA) To cool down the cutting edge of the tool bit B) To avoid any ridger at the end of workpieceC) To allow the chips to fall and clear the cutting edge D) To enable the clapper box to return to cutting

55 Oil grooves are to be cut in brass half bearings Which one of the following chisels in suitableA) Flat chisel B) Cross chisel C) Half round nose chisel D) Web chisel

56 The quality control allows at the most 04 defective parts How many defective parts can be allowed in aproduction of 500 partsA)1 B)2 C)10 D)20

57 One which unit the tool setting is done on NC machineA) On special devices away from the machine B) On the NC machine during idle timeC) On the pre setting devices D) None of above

58 The component of the surface texture upon which the roughness is superimposed is known asA) Surface roughness B) Surface texture C) Lay D) Waviness

59 Which type of signal is represented by discrete valuesA) noisy signal B) nonlinear C) analog D) digital

60 Thread ring gauges are used check external threads Separate lsquoGorsquo and lsquoNo Gorsquo gauging members are providedWhich one of the following screw thread elements is not checked with the ring gaugesA) Pitch B) Helix angle C) Profile D) Pitch diameter

61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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51392_17 (C)

46 Which test equipment best allows a comparison between input and output signalsA) an oscilloscope B) a logic probe C) a spectrum analyzer D) a multitrace oscilloscope

47 What is the next step after discovering a faulty gate within an ICA) Repair the gate B) Re-solder the tracks C) Replace the IC D) Recheck the power source

48 The use of a multimeter with digital circuits allows the measurement ofA) Pulse width B) Voltage or resistance C) Current D) Pulse trains

49 A data conversion system may be used to interface a digital computer system toA) an analog output device B) a digital output device C) an analog input device D) a digital printer

50 The output will be a LOW for any case when one or more inputs are zero in a(n)A) OR gate B) NOT gate C) AND gate D) NAND gate

51 In a planning machine the depth of cut is given byA) Adjusting tool slide B) Rotating the feed screw of the tool holderC) Moving cross slide D) Lifting the work piece

52 The determination of a digital signalrsquos frequency and wave shape is best accomplished with which test equipmentA) an oscilloscope B) a multimeter C) a spectrum analyzer D) a frequency generator

53 What are the two types of basic adder circuitsA) half adder and full adder B) half adder and parallel adderC) asynchronous and synchronous D) onersquos complement and tworsquos complement

54 Why it is necessary to maintain an approach distance between the cutting tool and the work while working onshaping machineA) To cool down the cutting edge of the tool bit B) To avoid any ridger at the end of workpieceC) To allow the chips to fall and clear the cutting edge D) To enable the clapper box to return to cutting

55 Oil grooves are to be cut in brass half bearings Which one of the following chisels in suitableA) Flat chisel B) Cross chisel C) Half round nose chisel D) Web chisel

56 The quality control allows at the most 04 defective parts How many defective parts can be allowed in aproduction of 500 partsA)1 B)2 C)10 D)20

57 One which unit the tool setting is done on NC machineA) On special devices away from the machine B) On the NC machine during idle timeC) On the pre setting devices D) None of above

58 The component of the surface texture upon which the roughness is superimposed is known asA) Surface roughness B) Surface texture C) Lay D) Waviness

59 Which type of signal is represented by discrete valuesA) noisy signal B) nonlinear C) analog D) digital

60 Thread ring gauges are used check external threads Separate lsquoGorsquo and lsquoNo Gorsquo gauging members are providedWhich one of the following screw thread elements is not checked with the ring gaugesA) Pitch B) Helix angle C) Profile D) Pitch diameter

61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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61392_17 (C)

61 Morse taper is one of the internationally accepted standard tapers The morse taper are available in numbers fromA) 0 to 7 B) 0 to 8 C) 1 to 7 D) 1 to 8

62 A binary-weighted digital-to-analog converter has an input resistor of 100 k If the resistor is connected to a 5 Vsource the current through the resistor isA) 5 mA B) 50 A C) 500 A D) 50 mA

63 Which of the following is a type of error associated with digital-to-analog converters (DACs)A) Nonmonotonic error B) incorrect output codesC) offset error D) Nonmonotonic and offset error

64 Which one of the following is an artificial abrasiveA) Emery B) diamond C) Corundum D) Silicon carbide

65 A main purpose of using worm and worm wheel drives in machines and their accessories is toA) Transmit large torqueB) Provide large speed reduction from worm shaft to worm wheelC) Transmit higher speedsD) Provide large speed reduction from worm wheel to worm shaft

66 The grain size of a grinding wheel is indicated by numbers which range of grain size referred to as lsquoVery FinersquoA) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC machine are not manually operateD) They are controlled by means ofA) A programme B) An operating C) A cam D) A plug board system

68 A gear wheel has 36 teeth (z) and 3 mm module (m) its pitch diameter cutterA)12 mm B)75 mm C)80 mm D)108 mm

69 The tooth thickness of rack is measured byA) Universal vernier caliper B) Gear tooth vernier caliperC) Flange micrometer D) Gear tester

70 A point to point control system is suitable only for one of the following applicationsA) Milling profile B) Turning C) Drilling D) Grinding

71 If a signal passing through a gate is inhibited by sending a low into one of the inputs and the output is HIGH thegate is a(n)A)AND B) NAND C) NOR D)OR

72 A single transistor can be used to build which of the following digital logic gatesA) AND gates B) OR gates C) NOT gates D) NAND gates

73 The logic gate that will have HIGH or ldquo1rdquo at its output when any one of its inputs is HIGH is a (n)A) OR gate B) AND gate C) NOR gate D) NOT gate

74 How many NAND circuits are contained in a 7400 NAND ICA) 1 B) 2 C) 4 D) 8

71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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71392_17 (C)

75 Exclusive-OR (XOR) logic gates can be constructed from what other logic gatesA) OR gates only B) AND gates and NOT gatesC) AND gates OR gates and NOT gates D) OR gates and NOT gates

76 How many truth table entries are necessary for a four-input circuitA) 4 B) 8 C)12 D)16

77 A NAND gate hasA) LOW inputs and a LOW output B) HIGH inputs and a HIGH outputC) LOW inputs and a HIGH output D) None of these

78 The basic logic gate whose output is the complement of the input is theA) OR gate B) AND gate C) INVERTER gate D) comparator

79 What input values will cause an AND logic gate to produce a HIGH outputA) At least one input is HIGH B) At least one input is LOWC) Inputs are moderate D) All inputs are HIGH

80 What quantities must be compatible when interfacing two different logic familiesA) Only the currents B) Both the voltages and the currentsC) Only the voltages D) Both the power dissipation and the impedance

81 Dressing and turning of a grinding wheel areA) Exactly the same operation B) Done with the same equipmentC) Done only for coarse grinding wheels D) Only for form grinding

82 The web of twist drill due to repeated grinding causes resistance to feeding while drilling a 12 mm diameter holethe above effect is reduced by providingA) Negative rake of web B) Thinning of web C) Less feeding force D) More feeding force

83 It is required to finish grind a dia 50mm hardened steel shaft on a cylindrical grinding machine if the recommendedsurface speed of the work is 33 metresminute the rpm of the work isA) 190 B) 150 C) 210 D) 250

84 Which one of the following thread forms is provided in the threaded parts where the pressure acts on one flank ofthe threads during transmissionA) V thread B) Square thread C) Knuckle thread D) Buttress thread

85 Which one of the bushes used in a drill jig and permits cutting tools of different diametersA) Press fit bushes B) Removable bushes(slip) C) Fixed removable bushes D) Liner bushes

86 Which one of the following equipments is used in the shop floor for the checking of the form that is being turnedA) Template B) Snap gaugeC) Dial test indicator and slip gauges D) Tool room microscope

87 While grinding and lapping cemented carbide tipped tool with diamond wheels a good flow of coolant should bedirected to cover the grinding zone the coolant suitable isA) Soluable oil B) Mineral oilC) Sulphurised oil D) Mixture of paraffin and water

81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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81392_17 (C)

88 Which one of the following operations can be done on slotting machineA) External keyway on long shaft B) Internal groovesC) Woodruff keyway on a shaft D) Keyway for feather keys

89 A screw thread is designated as 1 B)SP thread in 1 inch B)SP thread what 1 indicatesA) Major diameter of thread B) Minor diameter of threadC) Pitch diameter of thread D) Hole diameter of pipe

90 It is commonly observed that the face of a grinding wheel becomes shiny and smooth or glazed after some use dueto one of the reasons stated belowA) Grade of wheel is too hard B) Abrasive of the wheel not suitable for the purposeC) Grain size is too coarse D) Structure of the wheel is too open

91 A traveling steady is fixed on the saddle of a Lathe What is the function of this steady restA) To prevent bending of long shafts due to cutting forcesB) To avoid load on the lathe centers while turning longC) To reduce the load on the cutting tool while turningD) To enables to turn at higher cutting speeds than recommended

92 Zero setting of the two point bore dial gauge before the measurement is necessary toA) Account for the errors in the gauge B) Facilitate comparisonC) Setup initial pressure in the gauge D) Eliminate inaccuracy of the measurement

93 Indexing head mechanism works withA) Rock and gear B) Worm and worm gear C) Two helical gear D) Two bevel gear

94 Which milling machine is particularly adopted for milling internal or external profilesA) Pantograph milling machine B) Universal milling machineC) Planetary milling machine D) Tracer controlled milling machine

95 There are two types of milling processes based on the direction of cutter rotation and work feed direction in up cutmillingA) The work is fed against direction of the cutter rotationB) Chip removal starts at the thickness partC) Machine with backlash eliminator is essentialD) The work is fed in the same direction as the rotation of the cutter

96 Which gear arrangement used to change the circular motion of horizontal to vertical without change in speed ratioA) Two spur gear B) Two helical gear C) Two bevel gear D) Worm and worm gear

97 A Shaft is turned in one finish cut which one of the following parameters will directly influence the machining timeA) Cutting depth B) Setting angle C) Diameter of work piece D) Tool travel distance

98 A steel workpiece of height tensile strength is to be machined with a HSS milling cutter which one of the followingrake angles is best suited for the cutterA) 8 B) 12 C) 20 D) 28

99 By using quick return mechanism in shaping machine the cutting stroke moves slow and return stroke fast what isthe ratio between cutting stroke and return strokeA) 23 B) 32 C) 53 D) 35

100 A product is said to have the quality whenA) Its shape and dimensions are within the limits B) It appears to be very goodC) It is fit for use D) The choice of material is right

1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 (C) 9

GENERAL APTITUDE 1111 तार क िविभ समह कहलात ह A) तारामडल B) आकाशीय पड C) ह D) धमकत 2222 कस दश म दो दलीय णाली ह A) भारत B) $ी लका C) यनाइटड )कडम D) नपाल 3333 िन+ म स कौन एक मो पोषक ह A) Mn B) Mg C) C)u D) Zn 4444 वा0पीकरण क1 या क1 कारण होता ह A) शीतलन B) तापन C) श0कता D) इनम स कोई नह3 5555 प5वी क सतह पर फोकस क ठीक ऊपर का 9थान कहलाता ह A) 9ाइक B) कोमा C) एिपसटर D) ओ=रिजन 6666 काश समायतया कस चलता ह A) क ािभमख वB म B) एक सीधी रखा म C) हमशा एक अधर E म D) एक घमावदार रखा म 7777 वह पहला दश जहा औHोिगक ाित Jई A) Kास B) िLटन C) जमMनी D) य एस ए 8888 एक सौर जल हीटर का योग पानी गरम करन क िलए नह3 कर सकत ह A) धप वाल दन म B) बादल वाल दन म C) एक गरम दन म D) हवादार दन म 9999 भारत म पहला सती कारख़ाना 9थािपत Jआ था A) मास म B) बॉQब म C) कानपर म D) सरत म 10101010 =रगर िमRी इसका दसरा नाम ह A) काली िमRी B) िचकनी िमRी C) ए=रड िमRी D) लटराइट िमRी 11111111 84 amp 270 का महBम समापवतMक ह A)) 8 B) 6 C) 4 D) 2 12121212 3 क थम पाच गणज का योग ह A) 45 B) 65 C) 75 D) 90 13131313 712 बराबर ह A) 28 40 B) 42 71 C) 72 42 D) 42 72 14141414 T 2000 का 254 वाUषक क1 दर स 4 फरवरी 2005 स 18 अल 2005 तक क1 अविध का साधारण Vाज Wात कर A) T 35 B) T 30 C) T 25 D) T 40 15151515 20 सXयाY का औसत शय ह इनम स अिधक स अिधक कतनी सXयाए शय स अिधक हगी A) 0 B) 1 C) 10 D) 19

1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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1392_17 (C) 10

16161616 एक धावक 24 सक ड म 200 मीटर दौड़ता ह उसक1 गित ह A) 10 कमीघ B) 17 कमीघ C) 27 कमीघ D) 30 कमीघ 17171717 ]यक ता^कक सXया ह A) एक ाकितक सXया B) एक पणा_क C)) एक वा9तिवक सXया D) एक पणM सXया 18181818 एक घट का कतना दशमलव एक सक ड ह A) 0025 B) 0256 C) 00027 D) 000126 19191919 एक फल िवता क पास कछ सव ह वह 40 सव बच दता ह फर भी उसक पास 420 सव बच जात ह उसक पास मल Tप स कतन सव थ A) 588 सव B) 600 सव C) 672 सव D) 700 सव 20202020 A कसी काम को 10 दन म करता ह और B उसी काम को 15 दन म करता ह व साथ िमलकर उस काम को कतन दन म करग A) 5 दन B) 6 दन C) 7 दन D) 8 दन D)OMAIN KNOWLEDGE 22221111 मशीनग करत समय कaा लोहा कलट होना चािहए A) bाई वाय B) करोसीन C) मशीन तल D) नरम पानी 22222222 cलानग मशीन क टल पो9ट पर माउट कया जाता ह A) एन B) ॉस रल C) dलपर बॉdस D) सडल 22223333 िमलग कटर क1 िवशषताY म स कौन सी चढ़ाई िमलग क िलए सबस उपयe ह A) बाए हाथ कfटग B) दात सामी काबाMइड ह C) बड़ा िनकासी और रक कोण D) दात सीध कटर क1 धरी पर ह 22224444 एक िगयर gहील म 36 =टथ और 3mm मॉhल ह इसक1 िपच Vास ह A) 12 mm B) 75 mm C) 80 mm D) 108 mm 22225555 बोfरग ऑपरशन म टल पॉइट का एक 15mm िव9थापन क प=रणाम9वTप Vास म प=रवUतत हो सकता ह A) 075 mm B) 15 mm C) 3 mm D) 6 mm 22226666 रक िमलग क िलए आबMर पर िगयर कटर क1 ि9थित dया होती ह A) कॉलम म िनकटतम B) आबMर समथMन क िलए करीब C) बीच म D) कड पर कसी भी बद पर 22227777 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया जाता ह A) दो 9पर िगयर B) दो हिलकल िगयर C) दो बवल िगयर D) वमM और वमM िगयर

1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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1392_17 (C) 11

22228888 मानक TTL शोर माUजन dया होता ह A) 50 V B) 02 V C) 08 V D)04 V 22229999 एक माय LOW इनपट क1 सीमा होती ह A) 00 V to 04 V B) 04 V to 08 V C) 04 V to 18 V D) 04 V to 24 V 33330000 जब एक IC म समानातर कनdटग िपन क1 दो पिeया होती ह तो िडवाइस को इस Tप म सदUभत कया जाता ह A) QFP B) DIP C) फज ि9cलटर D) CMOS 33331111 कौन सा िडिजटल IC पकज का कार मत स^कट बोडM 9पस का सबस कशल उपयोग करता ह A) SMT B) TO कन C) jलट पक D) DIP 33332222 IC लॉिजक प=रवार को अलग-अलग आपUत वोkटज (VC)C)s) म अतर करन क1 सम9या का उपयोग कर हल कया जा सकता ह A) 9तर-िशjटर B) =-9टट िशjटर C) ा9लटर D) लवल-िशjjटर या ासलटर 33333333 दस TTL लोड ित TTL चालक क Tप म जाना जाता ह A) शोर ितरा B) पावर अपVय C) फनआउट D) चार िवलब 33334444 ओिसलो9कोप का उपयोग करत समय =गर Jए 9वीप क उपयोग म कस E म अिधक सटीकता दान क1 जाती ह A) आविB B) आयाम C) र=टdयल गितिविध D) समय 33335555 कौन सा िडवाइस शॉटM क जाच क1 सहायता करगा A) मkटीमीटर B) िवHत सर C) तकM पkसर D) आ9टसील9कोप 33336666 CMOS लॉिजक सभवत आसपास क सभी स^कट क िलए सवM$l ह इसका कारण ह A) प)कग घन]व B) कम िबजली क1 खपत C) बJत ही उa शोर उमिe D) कम िबजली क1 खपत और बJत अिधक शोर ितरा 33337777 CMOS स^कट mारा हािसल कम िबजली क1 खपत कस िनमाMण िवशषता क कारण ह A) परक जोड़ B) कनdटग पड C) DIP पकज D) छोट पमान पर एक1करण 33338888 TTL टोटम पोल स^कट िडजाइन कया गया ह ताक उ]पादन ािज9टर इस कार ह A) हमशा एक साथ B) फज 9cलीfRग दान करन क िलए C) वोkटज िविनयमन दन क िलए D) कभी भी साथ म नह3 33339999 एक इनपट प=रवतMन क प=रणाम क Tप म बदलन क िलए एक आउटपट क िलए आवnयक समय इस कार स जाना जाता ह A) शोर ितरा B) फनआउट C) चार िवलब D) राइज़ समय 44440000 धीर-धीर साइन वभ आविBय को कम करन क1 एक $खला को कहा जाता ह A) fरगग B) 9लीउ C) ओवरवoटग D) अडरशfटग 44441111 अिधकतर 4-िबट समानातर-योजक स^कट म तजी स ल जान या आग बढ़न वाल स^कट पाया जाता ह A) =रफल िडल को बढ़ाना B) परक इपट क िलए 1 जोड़ C) चार िवलब को कम करना D) सकत और प=रमाण िनधाM=रत करना

1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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1392_17 (C) 12

44442222 कतन बिनयादी बाइनरी घटाव सचालन सभव ह A) 4 B) 3 C) 2 D) 1 44443333 कतन बिनयादी बाइनरी घटाव सयोजन सभव ह A) 4 B) 3 C) 2 D)1 44444444 A +5 V PCB पावर pोत िजस पkल डाउन कया गया ह +34 V 9तर पर इसका िन+ कारण हो सकता ह A) स^कट खली B) दोषपणM िनयामक C) आधा िवभाजन िविध D) शॉटM स^कट 44445555 पkस चौड़ाई का माप 50 क औसत पर िलया जाना चािहए A) ओवरशट और अडरशट B) राइज़ और फॉल C) डQपग और =रनग D) मखता और पीछ आयाम 44446666 कौन सा परीण उपकरण सबस अqछा इनपट और आउटपट सकत क बीच तलना क1 अनमित दता ह A) एक आ9टसीलो9कोप B) एक तकM जाच C) एक 9पdम िवrषक D) एक मkटीस आ9टसीलो9कोप 44447777 IC क भीतर एक दोषपणM गट क1 खोज क बाद अगला कदम dया होता ह A) mार क1 मरQमत B) पट=रय को फर स िमलना C) IC को बदल D) िवHत pोत क1 जाच कर 44448888 िडिजटल स^कट क साथ एक मkटीमीटर का उपयोग माप क1 अनमित दता ह A) पkस चौड़ाई B) वोkटज या ितरोध C) िवHत D) पkस न 44449999 एक िडिजटल Tपातरण णाली का योग िडिजटल कcयटर िस9टम को इटरफ़स करन क िलए कया जा सकता ह A) एनालॉग आउटपट िडवाइस B) एक िडिजटल आउटपट िडवाइस C) एनालॉग इनपट िडवाइस D) एक िडिजटल टर 55550000 कसी भी मामल क िलए उ]पादन कम होगा जब एक या अिधक इनपट शय हो (n) म A) OR गट B) NOT गट C) AND गट D) NAND गट 55551111 cलानग मशीन म कटौती क1 गहराई बतायी जाती ह A) टल 9लाइड को ठीक करना B) टल होkडर का फ1ड 9 घमना C) ॉस 9लाइड को हटाना D) कायM को उठाना 55552222 एक िडिजटल िसsल क1 आविB और वव आकार का िनधाMरण कस परीण उपकरण क साथ सबस अqछा होता ह A) एक आ9टसील9कप B) एक मkटीमीटर C) एक 9पdम िवrषक D) एक आविB जनरटर 55553333 बिसक एडर स^कट का दो कार dया ह A) हाफ एडर और फल एडर B) हद एडर और समातर एडर C) अतkयकािलक और तkयकािलक D) एक क परक और दो परक ह 55554444 मशीन को आकार दत समय काटन क उपकरण और काम क बीच एक दरी बनाए रखना आवnयक dय ह A) उपकरण िबट क काटन क कनार को ठडा करन क िलए B) वकMपीस क अत म कसी भी =रिजडर स बचन क िलए C) िचcस िगरन और काटन क कनार साफ करन क िलए अनमित दन क िलए D) कतरनी बॉdस काटन क िलए वापस जान क िलए सम करन क िलए

1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 (C) 13

55555555 Lास हाफ िबयfरस म तल क खाच को काट दया जाना चािहए िन+िलिखत म स कौन सा छनी उपयe ह A) jलट छनी B) ॉस छनी C) आधा गोल नोज छनी D) वब छनी 55556666 गणवBा िनयEण म अिधकतम 04 दोषपणM भाग क1 अनमित दी जाती ह 500 भाग क उ]पादन म कतन दोषपणM भाग क1 अनमित दी जा सकती ह A) 1 B) 2 C) 10 D) 20 55557777 NC मशीन पर उपकरण क1 9थापना कस इकाई म क1 जाती ह A) िवशष मशीन पर मशीन स दर B) िनि0य समय क दौरान NC मशीन पर C) पवM सfटग िडवाइस पर D) ऊपर स कोई नह3 55558888 सतह बनावट का घटक िजस पर खरदरापन को बनाया जाता ह उस कस Tप म जाना जाता ह A) सतह खरदरापन B) सतह बनावट C) िवयास D) असमतलता 55559999 असतत मkय स कस कार का िसsल दUशत होता ह A) शोर िसsल B) नॉनिलिनयर C) एनालॉग D) िडिजटल 66660000 tड fरग गज बाहरी tड को जाचन क िलए उपयोग कया जाता ह अलग-अलग Go और No Go गजग सद9य दया गया ह िन+िलिखत 9 tड त]व म स कौन सा fरग गज क साथ चक नह3 कया गया ह A) िपच B) हिलdस कोण C) ोफाइल D) िपच Vास 66661111 मोसM शक अतरराuीय 9तर पर 9वीकत मानक पE म स एक ह मोसM शक कस सXया स उपलvध ह A) 0 स 7 B) 0 स 8 C) 1 स 7 D) 1 स 8 66662222 एक बाइनरी-भा=रत िडिजटल-ट-एनालॉग कनवटMर म 100 k एक इनपट रोधक ह अगर रोधक एक 5 V pोत स जड़ा ह तो रोधक स गजरन वाला िवHत होता ह A) 5 mA B) 50 A C) 500 A D) 50 mA 66663333 िन+ म स कौन सी E=ट िडिजटल-ट-एनालॉग कवटMसM (DACs) स जड़ी ह A) गर-िनयोिनक E=ट B) गलत आउटपट कोड C) ऑफसट E=ट D) गर-िनयोनोटोिनक और ऑफ़सट E=ट 66664444 इनम स कौन सी एक किEम अपघषMक ह A) एमरी B) हीरा C) कोरडम D) िसिलकॉन काबाMइड 66665555 मशीन और उनक सामान म वमM और वमM gहील bाइव का उपयोग करन का एक मXय उwnय dया ह A) बड़ा टोकM सचा=रत करना B) वमM शाjट स वमM पिहया तक अिधक गित म कमी करना C) उचच गित सचा=रत करना D) वमM gहील स वमM शाjट स अिधक गित म कमी करना 66666666 ाइडग gहील क अनाज का आकार सXयाY स दशाMया जाता ह कस अनाज आकार क1 सीमा को बJत ठीक कहा जाता ह A) 10 ndash 24 B) 30 ndash 60 C) 80 ndash 180 D) 220 ndash 600 66667777 CNC मशीन मयअल Tप स सचािलत नह3 होती ह व कसक mारा िनयिEत होत ह A) ोाम B) एक ऑपरfटग C) एक कम D) एक cलग बोडM िस9टम 66668888 5एक िगयर पिहय म 36 दात (Z) और 3 mm मॉhल (M) क1 िपच Vास कटर ह A)12 mm B)75 mm C)80 mm D)108 mm

1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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1392_17 (C) 14

66669999 रक क1 दात क1 मोटाई मापी जाती ह A) यिनवसMल वनMर कलीपर B) िगयर =टथ वनMर कलीपर C) jलाइज माइोमीटर D) िगयर परीक 77770000 बद स बद िनयEण णाली कवल िन+िलिखत अनयोग म स एक क िलए उपयe ह A) िमलग ोफाइल B) टyनग C) िbलग D) ाzडग 71717171 अगर एक गट स गजरन वाला सकत िनिविय म स कसी एक को कम करक िहचकता ह और आउटपट उa ह तो गट एक (n) ह A) AND B) NAND C) NOR D) OR 72727272 िन+िलिखत िडिजटल तकM गट म स कौन सी एक ािज9टर का उपयोग कया जा सकता ह A) AND गट B) OR गट C) NOT गट D) NAND गट 73737373 उस लॉिजक गट उa या 1 होगा जब इसक1 कसी भी इनपट उa होगी (n) A) OR गट B) AND गट C) NOR गट D) NOT गट 74747474 7400 NAND IC म कतन NAND स^कट ह A) 1 B) 2 C) 4 D) 8 75757575 अनय--OR (XOR) लॉिजक गट dया अय लॉिजक गट स बना सकत ह A) कवल OR गट B) AND गट और NOT गट C) AND गट OR गट और NOT गट D) OR गट और NOT गट 76767676 चार इनपट स^कट क िलए कतन |थ तािलका िविया आवnयक ह A) 4 B) 8 C)12 D)16 77777777 A NAND गट म होता ह A) LOW इनपट और एक LOW आउटपट B) HIGH इनपट और एक HIGH आउटपट C) LOW इनपट और एक HIGH आउटपट D) इनम स कोई भी नह 78787878 मल लॉिजक गट िजसका उ]पादन इनपट का परक होता ह A) OR गट B) AND गट C) INVERTER गट D) कपरटर 79797979 dया इनपट मkय एक AND लॉिजक गट एक HIGH उ]पादन का उ]पादन करन क िलए कारण होगा A) कम स कम एक इनपट HIGH ह B) कम स कम एक इनपट LOW ह C) इनपट मiयम होत ह D) सभी इनपट HIGH ह 80808080 dया दो अलग तकM प=रवारो इटफ़~ सग जब माEा म सगत होना चािहए A) कवल िवHत B) दोन वोkट और िवHत C) कवल वोkटज D) दोन िबजली अपVय और ितबाधा 81818181 bसग और ाzडग पिहया को बदलना होता ह A) िबkकल वही ऑपरशन B) एक ही उपकरण क साथ कया गया C) कवल मोट ाzडग gहील क िलए कया गया D) फॉमM ाइनग क िलए ही 82828282 िव9ट िbल क1 वब 12 mm Vास छद िbलग करत समय बार-बार पीसन क कारण फ1डग क ितरोध का कारण होता ह इसक बाद क भाव को कम कर दया जाता ह A) वब क नकारा]मक रक B) वब का िथनग C) कम फ1डग बल D) अिधक फ1डग बल

1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 (C) 15

83838383 एक िसलड=रकल ाzडग मशीन पर यह जTरी होता ह क1 50mm Vास का कठोर ि9टड शाjट का पीसन का काम खतम कर यद काम क िलए दया गया सतही गित 33 मीटरिमनट ह तो काम का rpm होता ह A) 190 B) 150 C) 210 D) 250 84848484 tड वाल िह9स म िन+ tड Tप म स कौन सा दान कया जाता ह जहा दबाव सचरण क दौरान tड क एक पाM पर कायM करता ह A) V tड B) 9ायर tड C) अगली tड D) बटनी tड 85858585 एक िbल िजग म उपयोग क1 जान वाली बशज म स कस एक को और िविभ Vास क काटन क उपकरण परिमट करता ह A) स फट बशज B) हटान योय बशज (ि9लप) C) फd9ड हटान योय बशज D) लाइनर बशज 86868686 िन+ म स कौन सा यE दकान क फशM म उपयोग कए जान वाल फामM क1 जाच क िलए उपयोग कया जाता ह A) टQपलट B) प गज C) डायल परीण सचक और ि9लप गज D) टल Tम माइो9कोप 87878787 सीमटड काबाMइड पीसन क दौरान और लाइपग करन वाल उपकरण हीरा क पिहय क साथ उपकरण को दबात ह शीतलक का अqछा वाह पीस E को कवर करन क िलए िनद~िशत कया जाना चािहए शीतलक उपयe होता ह A) सोkयएबल ऑयल B) खिनज तल C) सkjयो=रड ऑयल D) पराफन और पानी का िम$ण 88888888 9लॉfटग मशीन पर िन+ म स कौन सा कायM कया जा सकता ह A) लब शाjट पर बाहरी मागM B) आत=रक gस C) वडरफ एक शाjट पर क1व D) पख कजी क िलए क1व 89898989 एक 9 tड को 1 BSP tड 1 इच BSP tड म 1 क Tप म िन^द कया जाता ह जो 1 इिगत करता ह A) tड का मख Vास B) tड का छोटा Vास C) िपच का Vास tड D) छद Vास का पाइप 90909090 यह आमतौर पर दखा जाता ह क पीसन वाला पिहया का फस चमकदार और िचकना या चमकता Jआ कछ कारण क कारण नीच दए गए कारण क कारण चमकदार हो जाता ह A) पिहया कए ड बJत कठोर ह B) उwnय क िलए पिहया का घषMण उपयe नह3 C) अनाज आकार बJत मोट ह D) पिहया का ढाचा बJत खला ह 91919191 एक खराद क1 काठी पर एक याEा ि9थर तय हो गई ह इस ि9थर आराम का कायM dया ह A) कfटग बल क कारण लबी शाjट को झकन स बचान क िलए B) लब समय बदलत समय खराद क पर लोड स बचान क िलए C) काटन क उपकरण पर भार को कम करन क िलए D) क1 िसफा=रश क1 तलना म उa काटन क1 गित को चाल करन म सम करन क िलए 92929292 माप क पहल दो बद बोर डायल गज क1 शय सfटग आवnयक ह A) गज म E=टय क िलए एक खाता B) फाइिसिलटट तलना C) गज म ारिभक दबाव सट करना D) माप क1 अयोयता को हटाना

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

91 aacuteyumlccedil$ucircAacuteyuml OcircccedilxyumlaacuteyumlucircAacuteyuml FLyuml soslashccedilparayumlaacuteyumlegraveocirc IumlxyumlegraveLyumligrave yacuteyumlegraveOyuml LyumlAacuteyumlccediliquestccedilBdegravegt FYacuteyumlegrave Iumlxyumlegrave AacuteyumlIumlAacuteyuml LyumlccediliquestdivideAgraveLyumlccedilAacuteyumleumldaggeryumlccedil Lyuml~ A) Lyumlsegraveocirc yacuteyumlccedilOcircdivide Yacuteyumldaggeryumligrave aacuteyumleacuteyuml OcircccedilyacuteyumlucircsAacuteyuml degyumlƒegraveocircLyumligrave copyoslashdaggeryumlegraveAacuteyumlccediltrade LyumlAacuteyumlegravedegyumlccedil B) aacuteyumlraquoccedil s~ocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml aacuteyumlccedil$ucirc Ocirc+AacuteyumlAacuteyuml aacuteyumlccedilxyumlucircLyumligrave FTHORNccedilBdegyumlccedil C) degyumligraveaacuteyumlccedilBdegyumlccedil OcircyumlagraveAacuteyuml Lyumlsegraveocirc sigraveaacuteyumlucircAacuteyuml aacuteyumlccedilxyumlucircLyumligrave YacuteyumloslashccedilOcirc LyumlAacuteyumlegravedegyumlccedil D) OcircigravecopyccedilAacuteyumlegraveEcircucircLyumloumldaggeryuml degyumlegraveœyumlccedil s~divideLyumligrave YacuteyumlccedilagraveAacuteyuml Lyumlsegraveocirc UgraveegravexyumlucircAacuteyuml degyumligraveaacuteyumlccedilBdegyumlccedil 92 yumlccedilcopy copyicircdegyumldivideAacuteyumligrave sigrave copyF+ degyumlccedilAacuteyuml xyumlccedilFaacuteyumlucirc SfucircAacuteyuml fegraveAacuteyuml Ocircsegraveocirc F$copyccedilBotilde AccedildegyumlEcircAgraveLyuml A) SfucircAacuteyuml $degyumlccedil daggeryumlugravesegraveLyumligrave fccedil~egravedegyumlccedil copyccedilBotilde B) daggeryumligraveAcircyumlœyumlccedil LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde C) SfucircAacuteyuml copyoslashccedilAacuteyumlfrac14egraveLyuml `yumlccedilcopyLyumligrave OcircsucircAcopyucirc LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde D) yumlccedilcopyAacuteyuml daggeryumlugravesegraveLyumligrave FTHORNccedilBdegyuml copyccedilBotilde 93 BƒOyumlegraveocirc Yacuteyumlxyumlucirc yumlLyumlccedilœyumlegravefegraveyumlucirc FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml LyumlccediliquestdivideAgrave LyumlAacuteyuml A) AacuteyumlLyumlucirc H SegraveagraveAacuteyuml B) Hyumldivide H Hyumldivide SegraveagraveAacuteyuml C) rsquoyumligraveB YacuteyumlaacuteyumlegraveLyumlccedilaacuteyumlucirc SegraveagraveAacuteyuml D)rsquoyumligraveB degyumlegraveparayumlaacuteyumlucirc SegraveagraveAacuteyuml 94 LyumlDotilde yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucircLyumligrave B+Aacuteyumlœyumlccedilaacuteyumlucirc H FOyumlsAacuteyumlœyumlccedilaacuteyumlucirc copyoslashccedilyacuteyumlccedilBaacuteyumlucircAacuteyuml yumlegraveaacuteyumlegraveocirc copyccedilBotilde SoslashYacuteyuml~ LyumlAacuteyumlccediliquestccedilB$ccedilF A) copyccedil+ccedilSoslashccedilyacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc B) agraveigraveœyumlegraveparayumlOcircdivideccedilaacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc C) copyatildeccedilœyumlsccedilAacuteyumlegrave yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc D) soslashOcircAacuteyuml Lyuml+oslashccedilaacuteyumlucircxyuml yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc 95 Acopyucirc Lyumlsucirc yumlegraveaacuteyumlegraveocircAacuteyuml LyumlsAacuteyuml Wigrave~divideœyumlAacute rsquoyumlegraveS H HmicroccedilLyumldivide yacuteyumlegravexyumlucirc rsquoyumlegraveS parayumlegraveˆyumlegraveAacuteyuml rsquoyumligraveBsegrave copyoslashLyumlccedilAacuteyumlAacuteyuml yumlegraveaacuteyumlegraveocirc copyoslashccedilOcircOcircucirc AacuteyumlYacuteyumlegravedegrave A) HmicroccedilLyumldivideLyumligrave LyumlsAacuteyuml AacuteyumlccedilsOcircœyumlAacuteyumlAacuteyuml rsquoyumlegraveSAacuteyuml yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF B) yumlccedilsB AocircEcircAacuteyuml `yumlegravecopyucirc Lyumlccedilszligegravedegyumlccedil AccedilAacuteyumlfrac14 YacuteyumlccedilB$ccedilF C) degyumlAgraveccedilLyumlucircaacuteyumlccedilOcircucirc FaacuteyumlegraveyumlegraveœyumlsAacuteyuml OcircYacuteyumlegravedaggeryuml yumlOcircegraveœyumlucirc SigraveAacuteyumligravedaggeryumlmicrocopyicirc~divide D) LyumlsAacuteyumlAacuteyuml Wigrave~divideœyuml AœyumligraveOcircccedilAacuteyuml OcircYacuteyumlegrave rsquoyumlegraveSAacuteyuml HmicroccedilLyumldivideLyumligrave yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF 96 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml degyumlegraveœyumlccedil LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+ degyumloumlˆyumlccedilLyumlccedilAacuteyuml SdaggeryumlegraveAacuteyuml YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucirc parayumlccedildegyumlAacuteyuml

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99 Ocirccopyegraveocirc yumlOcircegraveœyumlucircAacuteyuml LyumligraveBLyumlucirc Aacuteyumlegraves~divide yumlLyumlccedilœyumlegravefegraveyumlucircAacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave Lyumlsegraveocirc IumloslashccedilLyumlucirc tradeeumlAacuteyuml parayumlccedildegyumlAacuteyuml Sdaggeryumlegrave LyumlAacuteyumlegrave$ccedilF H IumloslashccedilLyumlLyumligrave rsquoyumlugravedaggeryuml SdaggeryumlegraveAacuteyuml Aacuteyumlegraves~divide LyumlAacuteyumlegrave$ccedilFgt Lyumlsegraveocirc IumloslashccedilLyumlucirc H Aacuteyumlegraves~divide IumloslashccedilLyumloslash Aœyumligravecopyccedildaggeryuml Lyuml~

A) 23 B) 32 C) 53 D) 35 100 FLyuml DŒccedilrsquoyumlAacuteyuml Lyumlmicroccedilaacuteyumlegravesegrave AacuteyumlYacuteyumlegrave$degyumlccedil LyumligraveYacuteyumlccediliquestccedilF iquestdaggeryumldegyumlAcircyuml A) FYacuteyumlccedilAacuteyuml AccedilLyumloumldaggeryumlegrave H AccedilLyumlccedilAacuteyuml Ocirceumlyumlccedil yumlšAacuteyuml AacuteyumlYacuteyumlegrave$ccedilF B) FYacuteyumlccedil degyumlYacuteyumligravedaggeryuml parayumlaacuteyuml $egravedegyumlccedil copyAacuteyumlegrave f~ccediliquestccedilF C) FYacuteyumlccedil degyumlAgravedegyumlYacuteyumlccedilAacuteyuml copyccedilBotilde yacuteyumlegravesucirc $ccedilF D) yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircAacuteyuml `yumlagraveœyuml OcircvyumlegraveLyuml $ccedilF

1392_17 (C) 16

93939393 इडdसग हड मकिनम कसक साथ काम करता ह A) रॉक और िगयर B) वमM और वमM िगयर C) दो पचदार िगयर D) दो बवल िगयर 94949494 कौन सा िमलग मशीन िवशष Tप स आत=रक या बाहरी ोफाइल पीसन क िलए अपनाया गया ह A) पाइटोाफ िमलग मशीन B) यिनवसMल िमलग मशीन C) ह क1 िमलग मशीन D) अनरखक िनयिEत िमलग मशीन 95959595 कटर रोटशन क1 दशा क आधार पर दो तरह क1 िमलग याए ह और कट िमलग म काम फ1ड दशाए ह A) काम कटर रोटशन क1 दशा स िखलाया जाता ह B) िचप हटान का काम मोटाई भाग स शT होता ह C) बकलश एलीिमनटर क साथ मशीन आवnयक ह D) काम एक ही दशा म कटर क रोटशन क Tप म िखलाया जाता ह 96969696 गित अनपात म प=रवतMन कए िबना ितज क1 गोलीय गित को ऊiवाMधर करन क िलए कस िगयर Vव9था का इ9तमाल कया गया A) दो 9पर िगयर B) दो हिलकाल िगयर C) दो बवल िगयर D) वमM और वमM िगयर 97979797 एक शाjट एक फिनश कट म बदल जाती ह जो िन+िलिखत मापदड म स dया सीध मशीनग समय को भािवत करगा A) गहराई काटना B) कोण क1 9थापना C) काम क टकड़ का Vास D) उपकरण याEा दरी 98989898 ऊचाई तय शिe का एक 9टील वकMपीस HSS िमलग कटर क साथ बनता ह जो िन+िलिखत रक कोण म स एक कटर क िलए सबस उपयe ह A) 8 B) 12 C) 20 D) 28 99999999 मशीन को आकार दन म ]व=रत वापसी तE का उपयोग करक काटन वाल 9ोक धीम गित दता ह और 9ोक तजी स वापस आ जाता ह 9ोक और वापसी 9ोक को काटन क बीच अनपात dया ह A) 23 B) 32 C) 53 D) 35 100100100100 एक उ]पाद म गणवBा काही जाती ह जब A) इसका आकार और आयाम सीमा क भीतर होत ह B) यह बJत अqछा दखाता ह C) यह उपयोग क िलए उपयe ह D) सामी का चनाव सही ह

171392_17 Bengali (C)

1 llaquo˛e IumlograveOacute˚ OacuteEuml˛szliguml ogravedeg otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) llaquo˛e˛otildeO B) Ugravebullyccedilyagraveiuml˛Uuml˛ sectCcedilfliy C) ˝Atildebullyicirc D) ocirc)UgraveˆIumlUuml˛iuml˛

2 ˆUuml˛yl ograve Iumlcent ogravebullz ogravedegIcirc˚ OacuteƒOacutefliy xy IumlSEgravefrasl

A) Euml˛yOacute˚iuml˛ B) lozdegCcedilUuml˛y C) bullziacute˛zlybullzˆIumlecirc˛iacute˛ Uuml˛Ccediliacute˛Ugrave D) ˆl˛otildeydeg

3 liexclumldegaacuteiuml˛ Uuml˛ylecirc˛ Ugraveƒy Iumleacutey otildelsaquoTfrasl

A) Mn B) Mg C) Cu D) Zn

4 OacuteylsaquootildeEuml˛Oacutel leAtildeeacuteIcirc˚y Aacutec˜Aacute HordfRUgraveOAacuteAtilde -A) centiuml˛degUuml˛yOacute˚ B) iacute z_y˛otildeUuml˛ C) dividelsaquoOgrave D) ~Oacute˚ Uuml˛ylecirc˛bullz lIcirc˚

5 ˛otildeIgraveOacuteOacute˚ otilde Iumlcurren˛Oacute˚ iacute z otildeOacute˚ sectOacute˚ysectOacute˚ Ecirc˛yUuml˛y IumlsectOacute˚ fliyl otildeOacute˚atilde˛iuml˛ bullIcirc˚ Icirc ly IumlUgrave

A) fiecirc ΔybullzUuml˛ B) Uuml˛Ugravey C) iacute˛z˛otildeˆIumlUuml˛w D) iacute˛zIacutesect

6 xyˆIumldegy sectyocircyOacute˚icirciuml˛ Uuml˛ Euml˛yˆIumlOacute agraveUgravel Uuml˛ˆIumlOacute˚ frasl

A) sectUgraveUuml˛laquo˛Oacute Iuml_ B) ~Uuml˛ecirc˛ sectOacute˚deg IumlOacute˚aacuteyIcirc˚ C) sectOacuteasympogravey ~Uuml˛ecirc˛ xpara˛Uuml˛yOacute˚ ~degyUuml˛y ograveˆIumlIcirc˚ D) ~Uuml˛ecirc˛ OacuteeacuteˆIumlOacute˚aacuteyOacute˚ UgraveˆIumlocircƒ ograveˆIumlIcirc˚

7 ˆIcirc ograve Iumlcent leAtildeIgraveUgrave centldquoOacutelersquoOacute bull IumlIcirc˚ IumlSEgrave

A) Ecirc ˛ytrade B) Oacute Iumlecirc˛l C) ccedilyUgraveasympyl D) xyˆIumlUgraveOacute˚Uuml˛y

8 agraveOacute˚Ugrave ccedildeg ˛otildeˆIumliuml˛ ~Uuml˛ecirc˛ sectOcircOacute˚ GIcirc˚yecirc˛yOacute˚ bullecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyˆIumlOacute ly

A) ~Uuml˛ecirc˛ Oacute˚Ocirc IumloyIμdeg ograve Iumll B) ~Uuml˛ecirc˛ ˆUgraveacircdegy ograve Iumll C) ~Uuml˛ecirc˛ agraveOacute˚Ugrave ograveˆIumll D) ~Uuml˛ecirc˛ V˛ˆIumliacute˛cedilOacute˚ ograveˆIumll

9 Euml˛yOacute˚ˆIumliuml˛ leAtildeIgraveUgrave Uuml˛y˛otildeiacute˛cedil Uuml˛yOacute˚aacuteyly fliy˛otildeiuml˛ bullIcirc˚

A) Ugraveyoyccedil B) Oacuteyiexclintybullz C) Uuml˛yl˛otildeOacute˚ D) sectOacute˚yiuml˛

10 ˆOacute˚=Oacute˚ Ugraveyecirc˛Oacute˚ xlƒ lyUgrave

A) Uuml˛yˆIumldegyUgraveyecirc˛ B) ˛otildedegUgraveyecirc˛ C) dividelsaquoOgrave Ugraveyecirc˛ D) degƒy Iumlecirc˛Oacute˚ybullzecirc˛ Ugraveyecirc˛

11 84 ~OacuteCcedil 270 ~Oacute˚ ~bullzatilde˛Eacute sectEacute ~Ecirc˛Eacute aringagraveEacutesectyEacute=Eacuteauml

A) 8 B) 6 C) 4 D) 2

12 3 ~Oacute˚ leAtildeIgraveUgrave Egrave5ecirc˛ =icirciuml˛ˆIumlUuml˛Oacute˚ ˆIcircyagraveEcirc˛deg bulldeg ne

A) 45 B) 65 C) 75 D) 90

13 7 12 sectUgraveiuml˛degƒ ne

A) 28 40 B) 42 71 C) 72 42 D) 42 72

14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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14 4 Ecirc˛Oacute ampIcirc˚yOacute˚ 2005 Igrave IumlUuml˛ 18bullz ~leAtildedeg 2005 otildeIcircasymphs˝ 2000 ecirc˛yUuml˛yOacute˚ 254 OacuteypoundIumlasympUuml˛ bullyˆIumlOacute˚ sectOacute˚deg sectograve OacuteOacute˚ Uuml˛Oacute˚ampl

A) 35 ecirc˛yUuml˛y B) 30 ecirc˛yUuml˛y C) 25 ecirc˛yUuml˛y D) 40 ecirc˛yUuml˛y

15 20 lozordfRUgraveO sectCcedilaacuteƒyOacute˚ agraveiacute˛cedil bulldeg hellipXOacutendash iuml˛yˆIumlograveOacute˚ UgraveˆIumlocircƒntilde sectOacuteasympyocircUuml˛ntilde Uuml˛iuml˛=deg cent)lƒ ˆIgraveˆIumlUuml˛ [˝QOtildeˆ bullˆIumliuml˛ ˛otildeyˆIumlOacute˚ frasl

A) 0 B) 1 C) 10 D) 19

GENERAL APTITUDE

181392_17 Bengali (C)

21 Uuml˛yfiecirc˛ degybully UgravecentlCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Icirc centiuml˛degUuml˛yOacute˚Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y iacute zatilde˛Iacute

A) dividelsaquoOgrave OacuteyIcirc˚ B) Uuml˛ IumlOacute˚ysectl C) ˆUgravecentl ˆiuml˛deg D) Ugraveograve ccedildeg

22 lersquoƒylCcedilIuml Ugravecent Iumll ecirc deg ˛otildeylsaquoT sectaacutey Iumll xOacutefliyl Uuml˛ IumlOacute˚ EgraveuumluumluumlEgrave

A) xƒyleAtildel B) eacutecent ˆOacute˚deg C) Uumlœ˛ƒy˛otildeyOacute˚ Oacute D) sectƒy Iumliacute˛deg

23 sectdegCcedil Uuml˛yecirc˛y IumlOacute˚Oacute˚ Uuml˛yl OacutecentlsaquoTecirc˛ Uumlœ ybullziexclint UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ sectOacute IumlIgrave IumlUuml˛ iacute z otilde IumlIcircyagravefrasl

A) OacuteNtildey bullyiuml˛ Uuml˛yecirc˛Ccedil B) Uuml˛yOacuteyasympbullziacute˛ ograveNtildeyiuml˛

C) xocircUuml˛ Uumlœ˛Icirc˚yˆIumlOacute˚trade ~OacuteCcedil Oacute˚Uuml˛ xƒyˆIumlDdeg D) Uuml˛yecirc˛y IumlOacute˚Oacute˚ xlaquo˛ OacuteOacute˚yOacuteOacute˚ ograveNtildeyiuml˛=deg aacuteyiacute cedily

24 ~Uuml˛ecirc˛ agraveIcirc˚yOacute˚ atilde˛ˆIumleacute 36 ecirc˛ ograveNtildeyiuml˛ ~OacuteCcedil 3 UgraveUgrave Ugraveiacute˛iacute˛zdeg Oacuteiumlasymp˛Ugraveylntilde ~ecirc˛Oacute˚ ˛otildeˆIumlatilde˛Oacute˚ Oacuteƒysect Uuml˛iuml˛ frasl

A) 12 UgraveUgrave B) 75 UgraveUgrave C) 80 UgraveUgrave D) 108 UgraveUgrave

25 ˆOacuteyOacute˚Ccedil x˛otildey IumlOacute˚cent Iumll ~Uuml˛ecirc˛ atilde deg otilde IumlIcirc˚ Iumlrecirc˛Oacute˚ 15 UgraveUgrave Oacuteatilde ƒiuml˛ OacuteyOacute˚CcedilEgraveuumlEgrave~Oacute˚ Oacuteƒy IumlsectOacute˚ Icirc otildeOacute˚Oacuteiumlasymp l acircecirc˛ IumlOacute iuml˛y Uuml˛yl Ugraveylecirc˛Oacute˚ sectUgraveylfrasl

A) 075 UgraveUgrave B) 15 UgraveUgrave C) 3 UgraveUgrave D) 6 UgraveUgrave

26 Oacute˚ƒyUuml˛ UgravedegCcedilEgraveuumlEgrave~Oacute˚ ccedillƒ xƒyOacute˚Oacute IumlOacute˚Oacute˚ iacute z otildeOacute˚ agraveIcirc˚yOacute˚ Uuml˛yecirc˛y IumlOacute˚Oacute˚ xOacutefliylecirc˛ bullydeg EgraveuumluumluumlEgrave

A) Uuml˛degyˆIumlUgraveOacute˚ xiuml˛ lUuml˛ˆIumlecirc˛ B) xƒyOacute˚OacuteOacute˚ secty Iuml otildey Iumlecircasymp Oacute˚ xiuml˛ lUuml˛ Iumlecirc˛

C) Ugraveocircƒfliy Iumll D) xƒyOacute˚Oacute IumlOacute˚Oacute˚ Icirc Uuml˛yl fliy Iumll

27 agraveiuml˛ xl otildeyiuml˛ otildeOacute˚Oacuteiumlasymp l SEgraveyiacute cedilybullz xylEuml) UgraveUuml˛ atilde˛eacuteUuml˛yOacute˚ agraveiuml˛ bull Iumliuml˛ xlaquo˛Icirc˚ ograve IumlUuml˛ otildeOacute˚Oacuteiumlasymp IumllOacute˚ ccedillƒ Uuml˛yl agraveIcirc˚yOacute˚ OacuteƒOacutefliy OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ frasl

A) ogravebullz flotildeyOacute˚ agraveIcirc˚yOacute˚ B) ogravebullz sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ C) ogravebullz Oacute IumlEuml˛deg agraveIcirc˚yOacute˚ D) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚

28 fiecirc˛ƒy[˛yiacuteasymp TTL l IumlIcirc˚ccedil Ugraveyccedilasympl Uuml˛ylecirc˛frasl

A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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A) 50 V B) 02 V C) 08 V D) 04 V

29 sectiuml˛ƒ aringEuml˛ƒydegiacute˛auml degy bullzl˛otilde Iumlecirc˛Oacute˚ OacutehflIumlyOacute˚ aringˆOacute˚Oauml Ugraveyl Uuml˛ylecirc˛ frasl

A) 00 V ˆIgrave IumlUuml˛ 04 V B) 04 V ˆIgrave IumlUuml˛ 08 V C) 04 V ˆIgrave IumlUuml˛ 18 V D) 04 V ˆIgrave IumlUuml˛ 24 V

DOMAIN KNOWLEDGE

16 ~Uuml˛ccedill eacuteiacute cedilyOacuteograve 24 sectˆIumlUuml˛ˆIumlu˛ 200 Ugraveecirc˛yOacute˚ ograveOcirciacute˛cedilyIcirc˚ndash iuml˛yOacute˚ agraveiuml˛ˆIumlOacuteagrave

A) 10 Uuml˛Ugrave ˘ acircrecirc˛y B) 17 Uuml˛Ugrave ˘ acircrecirc˛y C) 27 Uuml˛Ugrave ˘ acircrecirc˛y D) 30 Uuml˛Ugrave ˘ acircrecirc˛y

17 leAtildeˆIumliuml˛ƒUuml˛ sectyocircyOacute˚icirc sectCcedilaacuteƒy bulldeg

A) ~Uuml˛ecirc˛ leAtildeyUuml iuml˛Uuml˛ sectCcedilaacuteƒ B) ~Uuml˛ecirc˛ otilde)icircasympsectCcedilaacuteƒy C) ~Uuml˛ecirc˛ OacuteyhflIumlOacute sectCcedilaacuteƒy D) ~Uuml˛ecirc˛ sectiexclotilde)icircasymp sectCcedilaacuteƒy

18 ~Uuml˛ ˆsect IumlUuml˛u˛ ~Uuml˛ acircrecirc˛yOacute˚ Uuml˛iuml˛ ogravecentUgraveUuml˛

A) 0025 B) 0256 C) 00027 D) 000126

19 ~Uuml˛ecirc˛ Ecirc˛deg OacuteˆIumleacuteiuml˛yOacute˚ Uuml˛SEgrave xyˆIuml˛otildedeg SEgravedegndash iuml˛l 40 xy Iuml otildedeg Oacuteeacute Uuml˛ IumlOacute˚l ~OacuteCcedil ~aacutelG 420ecirc˛ xyˆIuml˛otildedeg xyˆIumlSEgravendash Ugrave)degiuml˛ntilde iuml˛yOacute˚ Uuml˛iuml˛=deg xyˆIuml˛otildedeg

SEgravedegfrasl

A) 588 xyˆIuml˛otildedeg B) 600 xyˆIuml˛otildedeg C) 672 xyˆIuml˛otildedeg D) 700 xyˆIuml˛otildedeg

20 A ~Uuml˛ecirc˛ Uuml˛yccedil 10 ograve Iumll ~OacuteCcedil B ˙ ~Uuml˛bullz Uuml˛yccedil 15 ograveˆIumll Uuml˛ˆIumlOacute˚ndash ~Uuml˛sectˆIumlD Uuml˛Oacute˚ˆIumldeg ˙ Uuml˛yccedil iuml˛yOacute˚y Uuml˛iuml˛ ograveˆIumll Uuml˛Oacute˚ˆIumlOacutefrasl

A) 5 ogravel B) 6 ogravel C) 7 ogravel D) 8 ogravel

191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

31 ˆUuml˛yl iacute˛ccedilecirc˛ydeg IC otildeƒyˆIumlUuml˛ccedilecirc˛ leAtildeˆIumlrecirc˛iacute˛ sectyUumlasymp˛ecirc˛ Oacuteyiacuteasymp˛ flotildeˆIumlcent sectOacuteasympiacute˛z˛otildeˆIumlIcircyagrave bullˆIumlsectˆIumlOacute OacuteƒOacutebulliuml˛ bullIcirc˚ frasl

A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

A) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ B) ecirc ΔybullzEgraveuumlEgraveˆfiecirc˛ecirc˛ sectEcircpermil ecirc˛yOacute˚ C) ecirc Δytrade Iumldegecirc˛Oacute˚ D) deg IumlEuml˛deg sectEcircpermil ecirc˛yOacute˚ Oacutey ecirc Δytrade Iumldegecirc˛Oacute˚

33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) otildeyGIcirc˚yOacute˚ iacute˛sect Iuml otildecentl C) Ecirc˛ƒyl xyiacute zecirc˛ D) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg

34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

A) Ecirc Uuml˛iacute z IumlIcirc˚trade B) xƒyUgravelersquoecirc˛iacute ziacute˛ C) Oacute˚ecirc˛Uuml Iumldegecirc˛ xƒyUuml˛ecirc˛Euml˛ecirc˛ D) ecirc˛ybullzUgraveCcedil

35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

A) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ B) Uuml˛y IumlOacute˚recirc˛ ecirc ΔsectyOacute˚ C) degccedilUuml˛ ˛otildeydegsectyOacute˚ D) xsect Iumldegy IumlflOgravey˛otilde

36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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191392_17 Bengali (C)

30 Icircaacutel ~Uuml˛ecirc˛ IC iuml˛ ogravebullz sectyOacute˚Oacute˚ sectUgraveyhs˝Oacute˚ydeg sectCcedilˆIumlIcircyagrave ˛otildel Oacuteiumlasymp˛Ugraveyl iacute˛Euml˛ybullzsectecirc˛ˆIumlUuml˛ Uuml˛ Oacutedegy bullIcirc˚ frasl

A) QFP B) DIP C) Ecirc˛ccedil flotildedegecirc˛yOacute˚ D) CMOS

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A) SMT B) TO Uuml˛ƒyl C) Ecircœ˛yecirc˛ otildeƒyUuml˛ D) DIP

32 ˆUuml˛ylecirc˛Oacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ myOacute˚y Euml˛szliguml sectylersquoybullz Euml˛yˆIumlŒecirc˛ccedil Icirc_acute (VCCs) IC degccedilUuml˛ Ecirc˛ƒyUgravedegOacute˚ sectUgravesectƒy sectUgraveyocircyl Uuml˛Oacute˚y IcircyIcirc˚frasl

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33 leAtildeiuml˛ TTL iacuteraquo˛ybullzˆIumlEuml˛ 10 TTL degyiacute˛ Icirc Euml˛yˆIumlOacute otildeOacute˚atilde˛iuml˛ ne

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34 xsect Iumldegy IumlflOgravey˛otilde OacuteƒOacutebullyOacute˚ Uuml˛ydegl ecirc ΔagraveyOacute˚iacute˛ sectbullz Iuml otildeOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛ylecirc˛ Iumliuml˛ sectlaquo˛iuml˛y xy Iumllfrasl

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35 sectOacute Igrave IumlUuml˛ Uuml˛Ugrave (shorted) ecirc˛ΔƒyUuml˛ lkasymp˛yOacute˚ˆIumlicirc Uuml˛yl iacute˛Euml˛ybullzsectecirc˛ sectOacuteˆIumlIgraveˆIumlUuml˛ Oacutecent iacute˛z˛otildeˆIumlIcircyagravefrasl

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36 ˆIcirc Uuml˛yOacute˚ Iumlicirc CMOS degccedilUuml˛ sectΩ˛Oacuteiuml˛ sectOacute Oacute˚Uuml˛ˆIumlUgraveOacute˚ OacuteƒOacutebullyˆIumlOacute˚Oacute˚ ccedillƒ sectOacuteasymp iacute˛z˛otildeˆIumlIcircyagrave sectyUumlasymp˛ecirc˛ ne

A) otildeƒyUuml˛Ccedil iacute˛lpermilsectecirc˛ B) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚

C) aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛ D) Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ G aacuteOacute iacute˛zFatilde˛ lˆIumlIcirc˚ccedil bullzUgraveiacute˛zlecirc˛

37 ˆUuml˛yl agraveeuml˛l OacutecentˆIumlcurren˛ƒOacute˚ ccedillƒ CMOS sectyUumlasymp˛ˆIumlecirc˛ Uuml˛Ugrave cent_acuteOacute˚ OacuteƒOacutebullyOacute˚ sectΩ˛Oacute frasl

A) ˛otildeOacute˚˛otilde)Oacute˚Uuml˛ ˆccedilyiacute˛cedily B) sectCcedilˆIumlIcircyagrave otildeƒyiacute˛ C) DIP ˛otildeƒyˆIumlUuml˛ccedil D) floslashdeg flOgravedeg bullzrecirc˛ˆIuml˝Atildecentl

38 ~Uuml˛ecirc˛ TTL ˆecirc˛yˆIumlecirc˛Ugrave ˛otildeydeg sectyUumlasymp˛ecirc˛ ~Ugravel Euml˛yˆIumlOacute iacute˛ccedilybullzl Uuml˛Oacute˚y Icirc xyiacute˛zecirc˛˛otildeecirc˛ ecirc˛Δytradeccedilfiecirc˛Oacute˚ =deg EgraveuumluumluumlEgrave

A) sectOacuteasympogravey ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ B) Ecirc˛ccedil flotildedegecirc˛Ccedil leAtildeograveyl Uuml˛ˆIumlOacute˚

C) Euml˛y IumlŒecirc˛ccedil lIcirc˚sficirc Uuml˛ IumlOacute˚ D) Uuml˛aacutelbullz ~Uuml˛ sectˆIumlD xOacutefliyl Uuml˛ˆIumlOacute˚ ly

39 xyiacute˛zecirc˛˛otildeecirc˛ atilde˛O bullˆIumliuml˛ bullzlpermil˛otildeecirc˛ atilde˛O bullGIcirc˚yOacute˚ ccedillƒ Icirc sectUgraveIcirc˚ecirc˛ iuml˛yˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ EgraveuumluumluumlEgrave

A) l IumlIcirc˚ccedil bullzUgraveiacute zlecirc˛ B) Ecirc˛ƒyl xyiacute zecirc˛ C) leAtildey˛otildey Iumlagravecentl iacute˛bullz Iumldeg D) Oacute˚ybullzccedil ecirc˛ybullzUgrave

40 ~Uuml˛ bullhellipysectUgraveyl sectybullzl GˆIumlIcirc˚Euml˛ xsectˆIumldegcentˆIumllOacute˚ ~Uuml˛ecirc˛ sectOacute˚ccedilˆIumlUuml˛ Icircy Oacutedegy bullIcirc˚ ne

A) Oacute˚CcedilagraveCcedil B) fllsquoiacute˛z C) GEuml˛yOacute˚sectecirc˛Ccedil D) xy[˛yOacute˚sectecirc˛Ccedil

41 ˆOacutecentOacute˚ Euml˛yagrave 4EgraveuumlEgraveOacuteecirc˛ otildeƒyOacute˚ydegdeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛ Ecirc˛yfiecirc˛ Uuml˛ƒyOacute˚ xIgraveOacutey degUuml˛ ~ƒybulliacute˛ Uuml˛ƒyOacute˚ sectyUumlasymp ecirc˛ ne

A) Oacute˚˛otildedeg iacute˛bullzˆIumldeg Oacutek˛ Uuml˛ˆIumlOacute˚ B) 1 IgraveˆIumlUuml˛ Uuml˛UgravepermillersquoˆIumlUgravelˆIumlecirc˛iacute˛ bullzl˛otildeecirc˛ Icircyagrave Uuml˛ˆIumlOacute˚

C) leAtildey˛otildeyˆIumlagravecentl iacute˛bullzˆIumldeg bullhellipysect Uuml˛ˆIumlOacute˚ D) sectybullzl G Ugraveƒyagravelecirc˛iacute˛ziacute˛ euml˛Uuml˛ Uuml˛ˆIumlOacute˚

42 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave x˛otildey IumlOacute˚centl sectΩ˛Oacute frasl

A) 4 B) 3 C) 2 D) 1

43 Uuml˛iuml˛=deg leAtildeyIgraveUgraveUuml˛ OacuteybullzlyOacute˚ Oacute IumlIcirc˚yagrave Uuml˛iexclint Iumllcentl sectΩ˛Oacutefrasl

A) 4 B) 3 C) 2 D)1

44 ~Uuml˛ecirc˛ +5 V PCB ˛otildeyGIcirc˚yOacute˚ ˆsectyˆIumlsectasymp +34 V ˆdegˆIumlEuml˛deg UacuteUacute˛otildedeg iacute˛yiacute˛zlUcircUcirc acircˆIumlecirc˛ˆIumlSEgraventilde ~ecirc˛Oacute˚ Uuml˛yOacute˚icirc EgraveuumluumluumlEgrave

A) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ GˆIuml˛otildel B) ~Uuml˛ecirc˛ eampecirc˛Icirc_acute Oacute˚= Iumldegecirc˛Oacute˚ C) bullyEcirc˛ flotildeŒecirc˛ otildek˛iuml˛ D) ~Uuml˛ecirc˛ sectyUumlasymp˛ecirc˛ centecircasymp˛

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 24

91 aacuteyumlccedil$ucircAacuteyuml OcircccedilxyumlaacuteyumlucircAacuteyuml FLyuml soslashccedilparayumlaacuteyumlegraveocirc IumlxyumlegraveLyumligrave yacuteyumlegraveOyuml LyumlAacuteyumlccediliquestccedilBdegravegt FYacuteyumlegrave Iumlxyumlegrave AacuteyumlIumlAacuteyuml LyumlccediliquestdivideAgraveLyumlccedilAacuteyumleumldaggeryumlccedil Lyuml~ A) Lyumlsegraveocirc yacuteyumlccedilOcircdivide Yacuteyumldaggeryumligrave aacuteyumleacuteyuml OcircccedilyacuteyumlucircsAacuteyuml degyumlƒegraveocircLyumligrave copyoslashdaggeryumlegraveAacuteyumlccediltrade LyumlAacuteyumlegravedegyumlccedil B) aacuteyumlraquoccedil s~ocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml aacuteyumlccedil$ucirc Ocirc+AacuteyumlAacuteyuml aacuteyumlccedilxyumlucircLyumligrave FTHORNccedilBdegyumlccedil C) degyumligraveaacuteyumlccedilBdegyumlccedil OcircyumlagraveAacuteyuml Lyumlsegraveocirc sigraveaacuteyumlucircAacuteyuml aacuteyumlccedilxyumlucircLyumligrave YacuteyumloslashccedilOcirc LyumlAacuteyumlegravedegyumlccedil D) OcircigravecopyccedilAacuteyumlegraveEcircucircLyumloumldaggeryuml degyumlegraveœyumlccedil s~divideLyumligrave YacuteyumlccedilagraveAacuteyuml Lyumlsegraveocirc UgraveegravexyumlucircAacuteyuml degyumligraveaacuteyumlccedilBdegyumlccedil 92 yumlccedilcopy copyicircdegyumldivideAacuteyumligrave sigrave copyF+ degyumlccedilAacuteyuml xyumlccedilFaacuteyumlucirc SfucircAacuteyuml fegraveAacuteyuml Ocircsegraveocirc F$copyccedilBotilde AccedildegyumlEcircAgraveLyuml A) SfucircAacuteyuml $degyumlccedil daggeryumlugravesegraveLyumligrave fccedil~egravedegyumlccedil copyccedilBotilde B) daggeryumligraveAcircyumlœyumlccedil LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde C) SfucircAacuteyuml copyoslashccedilAacuteyumlfrac14egraveLyuml `yumlccedilcopyLyumligrave OcircsucircAcopyucirc LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde D) yumlccedilcopyAacuteyuml daggeryumlugravesegraveLyumligrave FTHORNccedilBdegyuml copyccedilBotilde 93 BƒOyumlegraveocirc Yacuteyumlxyumlucirc yumlLyumlccedilœyumlegravefegraveyumlucirc FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml LyumlccediliquestdivideAgrave LyumlAacuteyuml A) AacuteyumlLyumlucirc H SegraveagraveAacuteyuml B) Hyumldivide H Hyumldivide SegraveagraveAacuteyuml C) rsquoyumligraveB YacuteyumlaacuteyumlegraveLyumlccedilaacuteyumlucirc SegraveagraveAacuteyuml D)rsquoyumligraveB degyumlegraveparayumlaacuteyumlucirc SegraveagraveAacuteyuml 94 LyumlDotilde yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucircLyumligrave B+Aacuteyumlœyumlccedilaacuteyumlucirc H FOyumlsAacuteyumlœyumlccedilaacuteyumlucirc copyoslashccedilyacuteyumlccedilBaacuteyumlucircAacuteyuml yumlegraveaacuteyumlegraveocirc copyccedilBotilde SoslashYacuteyuml~ LyumlAacuteyumlccediliquestccedilB$ccedilF A) copyccedil+ccedilSoslashccedilyacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc B) agraveigraveœyumlegraveparayumlOcircdivideccedilaacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc C) copyatildeccedilœyumlsccedilAacuteyumlegrave yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc D) soslashOcircAacuteyuml Lyuml+oslashccedilaacuteyumlucircxyuml yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc 95 Acopyucirc Lyumlsucirc yumlegraveaacuteyumlegraveocircAacuteyuml LyumlsAacuteyuml Wigrave~divideœyumlAacute rsquoyumlegraveS H HmicroccedilLyumldivide yacuteyumlegravexyumlucirc rsquoyumlegraveS parayumlegraveˆyumlegraveAacuteyuml rsquoyumligraveBsegrave copyoslashLyumlccedilAacuteyumlAacuteyuml yumlegraveaacuteyumlegraveocirc copyoslashccedilOcircOcircucirc AacuteyumlYacuteyumlegravedegrave A) HmicroccedilLyumldivideLyumligrave LyumlsAacuteyuml AacuteyumlccedilsOcircœyumlAacuteyumlAacuteyuml rsquoyumlegraveSAacuteyuml yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF B) yumlccedilsB AocircEcircAacuteyuml `yumlegravecopyucirc Lyumlccedilszligegravedegyumlccedil AccedilAacuteyumlfrac14 YacuteyumlccedilB$ccedilF C) degyumlAgraveccedilLyumlucircaacuteyumlccedilOcircucirc FaacuteyumlegraveyumlegraveœyumlsAacuteyuml OcircYacuteyumlegravedaggeryuml yumlOcircegraveœyumlucirc SigraveAacuteyumligravedaggeryumlmicrocopyicirc~divide D) LyumlsAacuteyumlAacuteyuml Wigrave~divideœyuml AœyumligraveOcircccedilAacuteyuml OcircYacuteyumlegrave rsquoyumlegraveSAacuteyuml HmicroccedilLyumldivideLyumligrave yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF 96 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml degyumlegraveœyumlccedil LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+ degyumloumlˆyumlccedilLyumlccedilAacuteyuml SdaggeryumlegraveAacuteyuml YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucirc parayumlccedildegyumlAacuteyuml

copyAacuteyumlegravedegyumlˆyumldaggeryuml YacuteyumlccedilB$ccedilF A) rsquoyumligraveB UgraveAacuteyuml SegraveagraveAacuteyuml B) rsquoyumligraveB YacuteyumlaacuteyumlegraveLyumlccedilAcircyumlucirc SegraveagraveAacuteyuml C)rsquoyumligraveB degyumlegraveparayumlaacuteyumlucirc SegraveagraveAacuteyuml D) Hmicroyumldivide H Hmicroyumldivide SegraveagraveAacuteyuml 97 FLyuml Ocircccedilyacuteyumlu SccedilsegraveF yacuteyumlegraveœyumlegraveOcircucirc LyumlsucircAacuteyuml s~divide YacuteyumlccedilBdegrave œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotilde yumlccedilcopyrsquoyumlƒsegrave copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yumlOcircegraveœyumlucirc sccedilByumlucircLyumligrave

copyoslashparayumlccedildegyumlegravedaggeryuml LyumlAacuteyumlegravedegyuml A) Lyumlsegraveocirc SparayumleumlAacuteyumldaggeryumlccedil B) Ocircsegraveocirc Accedileacuteyumlaacuteyumlucirc C) HmicroccedilLyumldivide copyegraveOcircucircAacuteyuml degyumlAgraveccedilOcirc D) sigraveaacuteyumlucirc soslashccedilparayumlaacuteyumlucirc rsquoyumlicircAacuteyumldaggeryumlccedil 98 YacuteyumlccedilBsucirc sœyumlucircOcircccedilBaacuteyumlucircAacuteyuml FLyuml Iumlegraveaacuteyumlucirc HmicroccedilLyumldividecopyegraveOcircucircLyumligrave F`yumlucircFOcircucircFOcircucirc yumlegraveaacuteyumlegraveocirc LyumlsAacuteyuml OcircYacuteyumlegravedaggeryuml yumlOcircegraveœyumlucirc YacuteyumldegyumlccedilLyumligrave AacuteyumlYacuteyumlegravedegrave œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave

LyumlDotilde AacuteyumlLyumlucirc Accedileacuteyumlaacuteyuml LyumlsAacuteyuml copyccedilBotilde OcircdegyumligravevyumlccedilAacuteyumligrave AtradeLyuml DcopyiquestigraveNyuml A) 8 B) 12 C) 20 D) 28

99 Ocirccopyegraveocirc yumlOcircegraveœyumlucircAacuteyuml LyumligraveBLyumlucirc Aacuteyumlegraves~divide yumlLyumlccedilœyumlegravefegraveyumlucircAacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave Lyumlsegraveocirc IumloslashccedilLyumlucirc tradeeumlAacuteyuml parayumlccedildegyumlAacuteyuml Sdaggeryumlegrave LyumlAacuteyumlegrave$ccedilF H IumloslashccedilLyumlLyumligrave rsquoyumlugravedaggeryuml SdaggeryumlegraveAacuteyuml Aacuteyumlegraves~divide LyumlAacuteyumlegrave$ccedilFgt Lyumlsegraveocirc IumloslashccedilLyumlucirc H Aacuteyumlegraves~divide IumloslashccedilLyumloslash Aœyumligravecopyccedildaggeryuml Lyuml~

A) 23 B) 32 C) 53 D) 35 100 FLyuml DŒccedilrsquoyumlAacuteyuml Lyumlmicroccedilaacuteyumlegravesegrave AacuteyumlYacuteyumlegrave$degyumlccedil LyumligraveYacuteyumlccediliquestccedilF iquestdaggeryumldegyumlAcircyuml A) FYacuteyumlccedilAacuteyuml AccedilLyumloumldaggeryumlegrave H AccedilLyumlccedilAacuteyuml Ocirceumlyumlccedil yumlšAacuteyuml AacuteyumlYacuteyumlegrave$ccedilF B) FYacuteyumlccedil degyumlYacuteyumligravedaggeryuml parayumlaacuteyuml $egravedegyumlccedil copyAacuteyumlegrave f~ccediliquestccedilF C) FYacuteyumlccedil degyumlAgravedegyumlYacuteyumlccedilAacuteyuml copyccedilBotilde yacuteyumlegravesucirc $ccedilF D) yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircAacuteyuml `yumlagraveœyuml OcircvyumlegraveLyuml $ccedilF

201392_17 Bengali (C)

45 ˆIcircecirc˛Oacute˚ 50 agraveiacute˛cedil UgraveyˆIumllOacute˚ iacute˛z˛otildeOacute˚ Euml˛_ Uuml˛ˆIumlOacute˚ otildeydegsectpermil GIcirc˚ybullziacute˛Igrave Ugravey˛otildey bullIcirc˚ ne

A) GEuml˛yOacute˚sectecirc˛ ~OacuteCcedil xy[˛yOacute˚sectecirc˛ B) Oacute˚ybullzccedil G Ecirc˛deg

C) iacute˛ƒyiexclotildeCcedil G Oacute˚CcedilagraveCcedil D) degiacute˛Ccedil ~OacuteCcedil ecirc˛ΔbullzlCcedil xƒyUgravelersquoecirc˛iacute˛ziacute˛

46 bullzlpermil otildeecirc˛ G xyiacute zecirc˛˛otildeecirc˛ sect IumlB˛ Iumliuml˛Oacute˚ iuml deglyOacute˚ ccedillƒ Uuml˛yl Icircsfecirc˛ sectOacute Iumlatilde˛ IumlIcirc˚ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) ~Uuml˛ecirc˛ xsect Iumldegy IumlflOgravey˛otilde B) ~Uuml˛ecirc˛ degccedilUuml˛ ˆleAtildeyOacute C) ~Uuml˛ecirc˛ flotildeUuml˛ecirc ΔyUgrave xƒylydegybullzccedilyOacute˚ D) ~Uuml˛ecirc˛ UgraveyŒecirc˛ Iumlecirc Δsect xsect Iumldegy IumlflOgravey˛otilde

47 ~Uuml˛ecirc˛ IC Oacute˚ UgraveˆIumlocircƒ Ecirc˛degpermilecirc˛ ˆagraveecirc˛ degUuml˛ Uuml˛Oacute˚yOacute˚ ˛otildeOacute˚ ˛otildeOacute˚Oacuteiuml˛asymp Uuml˛yccedilecirc˛ Uuml˛frasl

A) agraveecirc˛ecirc˛ sectyOacute˚y Iumlly B) ecirc Δƒy IumlUuml˛ Oacute˚ Iumlsectyrdquo˛yOacute˚ Uuml˛Oacute˚y

C) IC ˛otildeOacute˚Oacuteiumlasymp l Uuml˛Oacute˚y D) otildeyGIcirc˚yOacute˚ iacute˛zIacutesect otildelOacute˚yIcirc˚ otildeOacute˚laquo˛y Uuml˛Oacute˚y

48 iacute˛ccedilecirc˛ƒydeg sectyUumlasymp˛ecirc˛ Icirc_acute UgraveyŒecirc˛Ugraveecirc˛yOacute˚ myOacute˚y Icircy Ugravey˛otildel Uuml˛Oacute˚y IcircyIcirc˚ EgraveuumluumluumlEgrave

A) otildeydegsectpermil GˆIumlIcirc˚iacutepermil˛Igrave B) Euml˛y IumlŒecirc˛ccedilpermil xIgraveOacutey Oacute˚sectsectpermil Iumlecirc˛trade

C) Uuml˛y IumlOacute˚recirc˛ D) otildeydegsectpermil ecirc˛Δlsect

49 ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg Uuml˛iexclotildeiacute zecirc˛yOacute˚ sect Iumlfiecirc˛Ugrave IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Icirc iacute˛ecirc˛y Uuml˛lEuml˛yOacute˚sectl sect Iumlfiecirc˛Ugraveecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y IcircyIcirc˚ ne

A) ~Uuml˛ecirc˛ xƒylydegagrave xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect B) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ƒydeg xyiacute zecirc˛˛otildeecirc˛ iacute˛Euml˛ybullzsect

C) ~Uuml˛ecirc˛ xƒylydegagrave bullzl˛otildeecirc˛ iacute˛Euml˛ybullzsect D) ~Uuml˛ecirc˛ iacute˛ccedilecirc˛ydeg leAtilde^˝ecirc˛yOacute˚

50 ˆIcircecirc˛Oacute˚ ~Uuml˛ Oacutey iuml˛yOacute˚ xocircUuml˛ bullzl˛otildeecirc˛ cent)lƒ bullˆIumldeg Icirc Uuml˛yl xOacutefliyIcirc˚ xyiacute˛zecirc˛˛otildeecirc˛ bullˆIumlOacute UacuteˆdegyUcirc (LOW) ne

A) OR ˆagraveecirc˛ B) NOT ˆagraveecirc˛ C) AND ˆagraveecirc˛ D) NAND ˆagraveecirc˛

51 ~Uuml˛ecirc˛ lersquoƒylCcedil Ugravecent Iumll Uuml˛y Iumlecirc˛Oacute˚ agraveEuml˛Oacute˚iuml˛y Icirc Euml˛y IumlOacute euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚

A) ecirc˛deg sectybullziacute˛ xƒyiacute˛ccedilyfiecirc˛ Uuml˛ˆIumlOacute˚ B) ecirc deg bullyrdquo˛y IumlOacute˚Oacute˚ Ecirc˛iacute˛ fl$ ecirc˛ IumlUuml˛ acircOacute˚ IumlIcirc˚

C) eacutecent fllsquoybullziacute˛ acircOacute˚ˆIumlIcirc˚ D Uuml˛yIcircasympOacutersaquoecirc˛ IumlUuml˛ iuml Iumldeg

52 ˆUuml˛yl Icircsf myOacute˚y iacute˛ccedilecirc˛ƒydeg sectagravelƒydeg leAtildeUuml˛iacute˛ztrade ~OacuteCcedil GˆIumlIcirc˚Oacute ˆsect˛otilde ~Oacute˚ Ugraveyl euml˛Uuml˛ Uuml˛Oacute˚y bullIcirc˚frasl

A) xsect Iumldegy IumlflOgravey˛otilde B) UgraveyŒecirc˛Ugraveecirc˛yOacute˚ C) flotildeUuml˛ecirc ΔyUgrave Oacute IumlŸrsquopoundIumlUuml˛ D) Ecirc Uuml˛iacute ztrade ccedil Iumll IumlOacute˚ecirc˛Oacute˚

53 ˆUuml˛yl ograveecirc˛ Ugravedeg xƒyiacute˛yOacute˚ sectyUumlasymp Iumlecirc˛Oacute˚ leAtildeUuml˛yOacute˚frasl

A) Ecirc˛yOacute˚ xƒyiacute˛yOacute˚ G Ecirc˛deg xƒyiacute˛yOacute˚ B) bullyEcirc˛ xƒyiacute˛yOacute˚ G otildeƒyOacute˚ydegydeg xƒyiacute˛yOacute˚

C) xƒysectl Iumleacuteylysect G sectl Iumleacuteylycent D) ~Uuml˛ Uuml˛UgravelersquoˆIumlUgraverecirc˛ ~OacuteCcedil ogravebullz Uuml˛UgravelersquoˆIumlUgraverecirc˛

54 ˆsect˛otildeCcedil UgravecentˆIumll Uuml˛yccedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil ecirc˛deg ~OacuteCcedil Uuml˛yIcircasympOacutersaquoOacute˚ UgraveˆIumlocircƒ xƒyˆIumlleAtildeyatilde˛ ograveOacute˚c euml˛Uuml˛ Uuml˛Oacute˚y leAtildeˆIumlIcirc˚yccedill Uuml˛lfrasl

A) ecirc˛degOacuteˆIumlecirc˛Oacute˚ Uuml˛yecirc˛Ccedil ~ccedilpermil euml˛y[˛y Uuml˛Oacute˚yOacute˚ ccedillƒ B) IcircyˆIumliuml˛ ly Uuml˛yIcircasympOacutersaquoOacute˚ centpoundIuml leAtildeyhs˝ Uuml˛yl Oacute˚iacutepermil˛ccedilyOacute˚ sectlsaquoT ly bullIcirc˚

C) atilde˛˛otildesectpermil=deg IcircyˆIumliuml˛ otildeˆIumliacute˛cedil IcircyIcirc˚ ~OacuteCcedil Uuml˛yecirc˛Ccedil ~ccedil otildeOacute˚flOgraveyOacute˚ IgraveyˆIumlUuml˛ D) Uumlœ˛ƒy˛otildeyOacute˚ Oacute IcircyˆIumliuml˛ Uuml˛yecircNtilde˛CcedilEgraveuumlEgrave~ Ecirc˛ˆIumlOacute˚ IcircˆIumliuml˛ otildeyˆIumlOacute˚

55 ˆ˛otildeiuml˛deg bullyEcirc˛ OacuteIcirc˚yOacute˚Ccedil G IumlIcirc˚deg ˝AtildeampEuml˛ Uuml˛yecirc˛y leAtilde IumlIcirc˚yccedillntilde Uuml˛yl atilde˛ Iumlcentdegecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bull IumlOacutefrasl

A) Ecircœ yecirc˛ atilde˛ Iumlcentdeg B) eacutecent atilde˛ˆIumlcentdeg C) bullyEcirc˛ Oacute˚yiacute˛zu˛ lyccedil atilde˛ˆIumlcentdeg D) G IumlIcirc˚Euml˛ atilde˛ Iumlcentdeg

56 ˆUuml˛yIcirc˚ydegecirc˛ Uuml˛ Iumlrecirc Δydeg 04 e ecirc˛Icirc_acute otildeyecircasymp IumlsectOacute˚ xl IumlUgraveyogravel ograveIcirc˚ntilde 500 otildeyecircasymp IumlcentOacute˚ iacute zIacute˛otildeyogravel Uuml˛iuml˛=deg eampecirc˛˛otilde)icircasymp otildeyecircasymp cent xl IumlUgraveyogravel Icircyagraveƒfrasl

A) 1 B) 2 C) 10 D) 20

57 NC UgravecentˆIumllOacute˚ ecirc˛deg sectecirc˛CcedilEgraveuumlEgrave~ Uuml˛yIgraveyIcirc˚ ~Uuml˛Uuml˛ecirc˛ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚frasl

A) Ugravecent IumllOacute˚ ograveOacute˚Oacute_asymp Oacute IumlcentpoundIuml iacute˛Euml˛ybullz Iumlsect B) Uuml˛yccedil Uuml˛Oacute˚y bull IumlFSEgrave ly ~Ugravel xOacutefliyIcirc˚ NC ˆUgravecentˆIumll

C) leAtilde Iumlsectecirc˛Ccedil iacute˛Euml˛ybullz Iumlsect D) Uuml˛ylecirc˛ lIcirc˚

211392_17 Bengali (C)

58 iuml˛deg xyUuml˛y IumlOacute˚Oacute˚ Uuml˛yl xOacutefliyecirc˛ iuml˛ IumldegOacute˚ xUgravesecticirciuml˛yOacute˚ leAtildeUuml˛ycent acircecirc˛yIcirc˚

A) sectyOacute˚ IumlEcirc˛sect Oacute˚yEcirc˛ Iumllsect B) sectyOacute˚ IumlEcirc˛sect ecirc˛atilde˛yOacute˚ C) ˆdeg D) G IumlIcirc˚Euml˛ Iumllsect

59 iacute˛secteacuteecirc˛ Ugraveyl aringEuml˛ƒydegauml Uuml˛yl sect IumlB˛iuml˛ myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ frasl

A) l IumlIcirc˚ccedil sect IumlB˛iuml˛ B) lldegybullzlyOacute˚ C) xƒylydegagrave D) iacute˛ccedilecirc˛ydeg

60 Oacuteybullz IumlOacute˚Oacute˚ Igrave iacute˛ otildeOacute˚laquo˛yOacute˚ ccedillƒ Igrave iacute˛ Oacute˚Ccedil agraveccedil OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y bullIcirc˚ndash UacuteˆagraveyUcirc ~OacuteCcedil Uacuteˆly agraveyUcirc agraveccedilCcedil UgraveiexclintyOacute˚ Icirc_acute xagraveSEgravendash Oacute˚Ccedil agraveccedil myOacute˚y Uuml˛yl fl$ Igrave iacute˛ Oacutersaquoecirc˛

˛otildeOacute˚laquo˛y Uuml˛Oacute˚y bullIcirc˚ ly frasl

A) ˛otildeatilde˛ B) bulldeg xƒy IumlDdeg C) Ecirc Ecirc˛ybullzdeg D) ˛otilde Iumlatilde˛Oacute˚ Oacuteƒysectpermil

61 ˆUgraveyOacute˚sect ecirc˛ƒy˛otildeyOacute˚ ~Uuml˛ecirc˛ xlƒiuml˛Ugrave xyhs˝ccedilasympyiuml˛Uuml˛ fiecirc˛ƒy[˛yiacuteasymp sectiexclotildeszliguml ecirc˛ƒy˛otildeyOacute˚ndash Icirc lyiexclinty IumlOacute˚ UgraveyOacute˚sect atilde˛ Iuml otildeOacute˚ otildeyGIcirc˚y IcircyIcirc˚ iuml˛y bullydeg

A) 0 ˆIgrave IumlUuml˛ 7 B) 0 ˆIgraveˆIumlUuml˛ 8 C) 1 ˆIgraveˆIumlUuml˛ 7 D) 1 ˆIgrave IumlUuml˛ 8

62 ~Uuml˛ecirc˛ OacuteybullzlyOacute˚ ccediliacute˛ecirc˛ƒydeg ecirc˛ xƒylydegagrave Uuml˛lEuml˛yecircasymp˛yˆIumlOacute˚ ~Uuml˛ecirc˛ 100 k bullzl˛otildeecirc˛ Oacute˚sectfiecirc˛Oacute˚ Oacuteiumlasymp˛Ugraveylndash 5 V iacute˛zIacuteˆIumlsectOacute˚ sectˆIumlD Icircaacutel Oacute˚sectfiecirc˛Oacute˚ecirc˛ Icirc_acute Uuml˛Oacute˚y bullIcirc˚

iuml˛aacutel Oacute˚sectfiecirc˛ IumlOacute˚ Icirc otildeOacute˚Ugraveyicirc Uuml˛y IumlOacute˚recirc˛ sectMEgrave˛ydegiuml˛ bullIcirc˚

A) 5 mA B) 50 A C) 500 A D) 50 mA

63 liexclumldegaacuteiuml˛ eampecirc˛=degOacute˚ Ugrave Iumlocircƒ Uuml˛ylecirc˛ iacute˛ccedilecirc˛ydeg ecirc xƒylydegagrave Uuml˛lEuml˛yecircasymp y IumlOacute˚Oacute˚ secty IumlIgrave sectiexclotildeUumlasymp iuml˛ frasl

A) llUgrave Iumllyecirc˛lUuml˛ ~Oacute˚Oacute˚ B) bullzlUuml˛y IumlOacute˚Q xyiacute zecirc˛˛otildeecirc˛ Uuml˛yiacute˛

C) xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚ D) llUgrave Iumllyecirc˛lUuml˛ ~OacuteCcedil xEcirc˛ Iumlsectecirc˛ ~Oacute˚Oacute˚

64 ˆUuml˛ylecirc˛ Uuml eUgrave xƒyOacute IumlOacute˚sectEuml˛ frasl

A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

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1392_17 Odiya (C) 18

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DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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A) ~UgraveˆIumlOacute˚ B) bullOacute˚Uuml˛ C) Uuml˛Oacute˚ampliacute˛yUgrave D) sectdegUuml˛l Uuml˛yOacuteyasympbullziacute˛

65 ˆUgravecentˆIumll GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp Daggerbullzdeg iacuteraquo˛ybullzEuml˛ ~OacuteCcedil iuml˛yOacute˚ xylsectyDˆIumlUuml˛Oacute˚ Uuml˛yccedil Uuml˛ frasl

A) xocircUuml˛ ecirc˛Uumlasymp sectMEgrave˛ydegl B) GIcirc˚Ugraveasymp sectƒyEcircpermil˛ecirc˛ IgraveˆIumlUuml˛ GIcirc˚Ugraveasymp atilde˛ˆIumleacute xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

C) iacute zFatilde˛ agraveiuml˛ sectMEgrave˛ydegl D) GIcirc˚Ugraveasymp atilde˛eacute bullˆIumliuml˛ GIcirc˚Ugraveasymp sectƒyEcircpermil˛ˆIumlecirc˛ xocircUuml˛ agraveiuml˛Oacute˚ bullhellipysect acircecirc˛yˆIumlly

66 ˝Atildeybullz[˛Ccedil atilde˛ IumleacuteOacute˚ ograveylyOacute˚ sectybullzccedil sectCcedilaacuteƒy myOacute˚y l Iumlograveasympcentiuml˛ bullIcirc˚ndash Uuml˛yl sectCcedilaacuteƒyecirc˛ Uacutexiuml˛sect-Ucirc l Iumlograveasympcent Uuml˛ IumlOacute˚frasl

A) 10 - 24 B) 30 - 60 C) 80 - 180 D) 220 ndash 600

67 CNC Ugravecentl Uuml˛yIcirc˚Uuml˛ Euml˛yˆIumlOacute atilde˛ydegyˆIumlly bullIcirc˚ lyndash Uuml˛ylecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave ~ecirc˛ lIcirc˚sfiuml˛ bullIcirc˚frasl

A) ˆleAtildey˝AtildeyUgraveCcedil B) x˛otildey IumlOacute˚ecirc˛Ccedil C) Uuml˛ƒyUgrave D) lersquoyagrave Oacuteyiacuteasymp˛ sectˆIumlfiecirc˛Ugrave

68 ˆIcirc ocirc IumlUgraveasympOacute˚ ccedillƒ ~Uuml˛ecirc˛ ocircyiuml IumlUuml˛ ecirc˛ Iumll iuml˛yOacute˚ G IumlIcirc˚Oacute˚ xyUuml iuml˛ Iumliuml˛ xyly IcircyIcirc˚

A) lUgravelIcirc˚iuml˛y aringˆUgravedegIcirc˚yOacutedegecirc˛auml B) Uuml˛yeuml˛lƒ aringecirc˛yEcircpermil Iumllcentauml C) iacute˛yUuml˛ecirc˛degecirc˛ D) fliiuml˛fliy˛otildeUuml˛iuml˛y aringbullzdegysectpermilecirc˛sectecirc˛auml

69 Oacute˚ƒy IumlUuml˛Oacute˚ ograveNtildey Iumliuml˛Oacute˚ Oacuteocirc Icircy ograve IumlIcirc˚ Ugravey˛otildey bullIcirc˚

A) bullziacute zlEuml˛yOacute˚sectydeg Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚ B) agraveIcirc˚yOacute˚ ecirc Igrave Euml˛ylasympIcirc˚yOacute˚ Uuml˛ƒydeg˛otildeyOacute˚

C) Ecircœ O Ugraveybullz IumleacuteyUgraveecirc˛yOacute˚ D) agraveIcirc˚yOacute˚ ecirc˛fiecirc˛yOacute˚

70 liexclumldegaacuteiuml˛=degOacute˚ Ugrave Iumlocircƒ divideocircUgraveye Uuml˛ylecirc˛Oacute˚ secty IumlIgrave otilde IumlIcirc˚recirc˛ ecirc otilde IumlIcirc˚recirc˛ Uuml˛ Iumlrecirc Δydeg sect Iumlfiecirc˛Ugrave sectiexclotildeUumlasymp iuml˛frasl

A) UgravedegCcedil ˆleAtildeyEcirc˛ybullzdeg B) ecirc˛ylasympCcedil C) iacuteraquo degCcedil D) ˝Atildeybullz[˛Ccedil

71 ~Uuml˛ecirc˛ sectagravelƒydeg Icirc ~Uuml˛ecirc˛ agraveˆIumlecirc˛Oacute˚ UgraveyocircƒˆIumlUgrave degy bullzl˛otildeˆIumlecirc˛Oacute˚ ccedillƒ Oacuteyocircy leAtildeyAElig bullIcirc˚ Uuml˛v xyiacute˛zecirc˛˛otildeecirc˛ bullybullz bullIcirc˚ sectbullz agraveecirc˛ecirc˛ˆIumlUuml˛ Oacutedegy bullIcirc˚ ne

A) AND B) NAND C) NOR D) OR

72 ˆUuml˛yl iacute˛ccedilecirc˛ydeg degccedilUuml˛ agraveecirc˛ iuml˛Oacute˚Oacute˚ ccedillƒ ~Uuml˛ecirc˛ sect IumlDdeg ecirc Δytradeccedilfiecirc˛yOacute˚ OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) AND ˆagraveecirc˛ B) OR ˆagraveecirc˛ C) NOT ˆagraveecirc˛ D)NAND ˆagraveecirc˛

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

91 aacuteyumlccedil$ucircAacuteyuml OcircccedilxyumlaacuteyumlucircAacuteyuml FLyuml soslashccedilparayumlaacuteyumlegraveocirc IumlxyumlegraveLyumligrave yacuteyumlegraveOyuml LyumlAacuteyumlccediliquestccedilBdegravegt FYacuteyumlegrave Iumlxyumlegrave AacuteyumlIumlAacuteyuml LyumlccediliquestdivideAgraveLyumlccedilAacuteyumleumldaggeryumlccedil Lyuml~ A) Lyumlsegraveocirc yacuteyumlccedilOcircdivide Yacuteyumldaggeryumligrave aacuteyumleacuteyuml OcircccedilyacuteyumlucircsAacuteyuml degyumlƒegraveocircLyumligrave copyoslashdaggeryumlegraveAacuteyumlccediltrade LyumlAacuteyumlegravedegyumlccedil B) aacuteyumlraquoccedil s~ocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml aacuteyumlccedil$ucirc Ocirc+AacuteyumlAacuteyuml aacuteyumlccedilxyumlucircLyumligrave FTHORNccedilBdegyumlccedil C) degyumligraveaacuteyumlccedilBdegyumlccedil OcircyumlagraveAacuteyuml Lyumlsegraveocirc sigraveaacuteyumlucircAacuteyuml aacuteyumlccedilxyumlucircLyumligrave YacuteyumloslashccedilOcirc LyumlAacuteyumlegravedegyumlccedil D) OcircigravecopyccedilAacuteyumlegraveEcircucircLyumloumldaggeryuml degyumlegraveœyumlccedil s~divideLyumligrave YacuteyumlccedilagraveAacuteyuml Lyumlsegraveocirc UgraveegravexyumlucircAacuteyuml degyumligraveaacuteyumlccedilBdegyumlccedil 92 yumlccedilcopy copyicircdegyumldivideAacuteyumligrave sigrave copyF+ degyumlccedilAacuteyuml xyumlccedilFaacuteyumlucirc SfucircAacuteyuml fegraveAacuteyuml Ocircsegraveocirc F$copyccedilBotilde AccedildegyumlEcircAgraveLyuml A) SfucircAacuteyuml $degyumlccedil daggeryumlugravesegraveLyumligrave fccedil~egravedegyumlccedil copyccedilBotilde B) daggeryumligraveAcircyumlœyumlccedil LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde C) SfucircAacuteyuml copyoslashccedilAacuteyumlfrac14egraveLyuml `yumlccedilcopyLyumligrave OcircsucircAcopyucirc LyumlAacuteyumlegravedegyumlccedil copyccedilBotilde D) yumlccedilcopyAacuteyuml daggeryumlugravesegraveLyumligrave FTHORNccedilBdegyuml copyccedilBotilde 93 BƒOyumlegraveocirc Yacuteyumlxyumlucirc yumlLyumlccedilœyumlegravefegraveyumlucirc FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml LyumlccediliquestdivideAgrave LyumlAacuteyuml A) AacuteyumlLyumlucirc H SegraveagraveAacuteyuml B) Hyumldivide H Hyumldivide SegraveagraveAacuteyuml C) rsquoyumligraveB YacuteyumlaacuteyumlegraveLyumlccedilaacuteyumlucirc SegraveagraveAacuteyuml D)rsquoyumligraveB degyumlegraveparayumlaacuteyumlucirc SegraveagraveAacuteyuml 94 LyumlDotilde yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucircLyumligrave B+Aacuteyumlœyumlccedilaacuteyumlucirc H FOyumlsAacuteyumlœyumlccedilaacuteyumlucirc copyoslashccedilyacuteyumlccedilBaacuteyumlucircAacuteyuml yumlegraveaacuteyumlegraveocirc copyccedilBotilde SoslashYacuteyuml~ LyumlAacuteyumlccediliquestccedilB$ccedilF A) copyccedil+ccedilSoslashccedilyacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc B) agraveigraveœyumlegraveparayumlOcircdivideccedilaacuteyumlucirc yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc C) copyatildeccedilœyumlsccedilAacuteyumlegrave yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc D) soslashOcircAacuteyuml Lyuml+oslashccedilaacuteyumlucircxyuml yumlegraveaacuteyumlegraveocirc yumlOcircegraveœyumlucirc 95 Acopyucirc Lyumlsucirc yumlegraveaacuteyumlegraveocircAacuteyuml LyumlsAacuteyuml Wigrave~divideœyumlAacute rsquoyumlegraveS H HmicroccedilLyumldivide yacuteyumlegravexyumlucirc rsquoyumlegraveS parayumlegraveˆyumlegraveAacuteyuml rsquoyumligraveBsegrave copyoslashLyumlccedilAacuteyumlAacuteyuml yumlegraveaacuteyumlegraveocirc copyoslashccedilOcircOcircucirc AacuteyumlYacuteyumlegravedegrave A) HmicroccedilLyumldivideLyumligrave LyumlsAacuteyuml AacuteyumlccedilsOcircœyumlAacuteyumlAacuteyuml rsquoyumlegraveSAacuteyuml yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF B) yumlccedilsB AocircEcircAacuteyuml `yumlegravecopyucirc Lyumlccedilszligegravedegyumlccedil AccedilAacuteyumlfrac14 YacuteyumlccedilB$ccedilF C) degyumlAgraveccedilLyumlucircaacuteyumlccedilOcircucirc FaacuteyumlegraveyumlegraveœyumlsAacuteyuml OcircYacuteyumlegravedaggeryuml yumlOcircegraveœyumlucirc SigraveAacuteyumligravedaggeryumlmicrocopyicirc~divide D) LyumlsAacuteyumlAacuteyuml Wigrave~divideœyuml AœyumligraveOcircccedilAacuteyuml OcircYacuteyumlegrave rsquoyumlegraveSAacuteyuml HmicroccedilLyumldivideLyumligrave yacuteyumlxyumlucirc LyumlAacuteyumlccediliquestccedilB$ccedilF 96 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml degyumlegraveœyumlccedil LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+ degyumloumlˆyumlccedilLyumlccedilAacuteyuml SdaggeryumlegraveAacuteyuml YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucirc parayumlccedildegyumlAacuteyuml

copyAacuteyumlegravedegyumlˆyumldaggeryuml YacuteyumlccedilB$ccedilF A) rsquoyumligraveB UgraveAacuteyuml SegraveagraveAacuteyuml B) rsquoyumligraveB YacuteyumlaacuteyumlegraveLyumlccedilAcircyumlucirc SegraveagraveAacuteyuml C)rsquoyumligraveB degyumlegraveparayumlaacuteyumlucirc SegraveagraveAacuteyuml D) Hmicroyumldivide H Hmicroyumldivide SegraveagraveAacuteyuml 97 FLyuml Ocircccedilyacuteyumlu SccedilsegraveF yacuteyumlegraveœyumlegraveOcircucirc LyumlsucircAacuteyuml s~divide YacuteyumlccedilBdegrave œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotilde yumlccedilcopyrsquoyumlƒsegrave copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yumlOcircegraveœyumlucirc sccedilByumlucircLyumligrave

copyoslashparayumlccedildegyumlegravedaggeryuml LyumlAacuteyumlegravedegyuml A) Lyumlsegraveocirc SparayumleumlAacuteyumldaggeryumlccedil B) Ocircsegraveocirc Accedileacuteyumlaacuteyumlucirc C) HmicroccedilLyumldivide copyegraveOcircucircAacuteyuml degyumlAgraveccedilOcirc D) sigraveaacuteyumlucirc soslashccedilparayumlaacuteyumlucirc rsquoyumlicircAacuteyumldaggeryumlccedil 98 YacuteyumlccedilBsucirc sœyumlucircOcircccedilBaacuteyumlucircAacuteyuml FLyuml Iumlegraveaacuteyumlucirc HmicroccedilLyumldividecopyegraveOcircucircLyumligrave F`yumlucircFOcircucircFOcircucirc yumlegraveaacuteyumlegraveocirc LyumlsAacuteyuml OcircYacuteyumlegravedaggeryuml yumlOcircegraveœyumlucirc YacuteyumldegyumlccedilLyumligrave AacuteyumlYacuteyumlegravedegrave œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave

LyumlDotilde AacuteyumlLyumlucirc Accedileacuteyumlaacuteyuml LyumlsAacuteyuml copyccedilBotilde OcircdegyumligravevyumlccedilAacuteyumligrave AtradeLyuml DcopyiquestigraveNyuml A) 8 B) 12 C) 20 D) 28

99 Ocirccopyegraveocirc yumlOcircegraveœyumlucircAacuteyuml LyumligraveBLyumlucirc Aacuteyumlegraves~divide yumlLyumlccedilœyumlegravefegraveyumlucircAacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave Lyumlsegraveocirc IumloslashccedilLyumlucirc tradeeumlAacuteyuml parayumlccedildegyumlAacuteyuml Sdaggeryumlegrave LyumlAacuteyumlegrave$ccedilF H IumloslashccedilLyumlLyumligrave rsquoyumlugravedaggeryuml SdaggeryumlegraveAacuteyuml Aacuteyumlegraves~divide LyumlAacuteyumlegrave$ccedilFgt Lyumlsegraveocirc IumloslashccedilLyumlucirc H Aacuteyumlegraves~divide IumloslashccedilLyumloslash Aœyumligravecopyccedildaggeryuml Lyuml~

A) 23 B) 32 C) 53 D) 35 100 FLyuml DŒccedilrsquoyumlAacuteyuml Lyumlmicroccedilaacuteyumlegravesegrave AacuteyumlYacuteyumlegrave$degyumlccedil LyumligraveYacuteyumlccediliquestccedilF iquestdaggeryumldegyumlAcircyuml A) FYacuteyumlccedilAacuteyuml AccedilLyumloumldaggeryumlegrave H AccedilLyumlccedilAacuteyuml Ocirceumlyumlccedil yumlšAacuteyuml AacuteyumlYacuteyumlegrave$ccedilF B) FYacuteyumlccedil degyumlYacuteyumligravedaggeryuml parayumlaacuteyuml $egravedegyumlccedil copyAacuteyumlegrave f~ccediliquestccedilF C) FYacuteyumlccedil degyumlAgravedegyumlYacuteyumlccedilAacuteyuml copyccedilBotilde yacuteyumlegravesucirc $ccedilF D) yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircAacuteyuml `yumlagraveœyuml OcircvyumlegraveLyuml $ccedilF

221392_17 Bengali (C)

73 ~Ugravel ~Uuml˛ecirc˛ degccedilUuml˛ ˆagraveecirc˛ IcircyOacute˚ bullybullz Oacutey ldquo1rdquo xyiacute˛zecirc˛˛otildeecirc˛ ~OacuteCcedil ˆIcirc ˆUuml˛yl ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz ˆbullydeg (n) ndash ˆsectecirc˛ ˆUuml˛ylecirc˛ frasl

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) NOR ˆagraveecirc˛ D) NOT ˆagraveecirc˛

74 ~Uuml˛ecirc˛ 7400 HAND IC ˆiuml˛ Uuml˛iuml˛=deg NAND sectyUumlasymp˛ecirc˛ Oacuteiumlasymp˛Ugraveyl frasl

A) 1 B) 2 C) 4 D) 8

75 xlƒ ˆIcirc degccedilUuml˛ ˆagraveecirc˛ ˆIgraveˆIumlUuml˛ ~Uumlœ˛sectEuml˛-OR (XOR) degccedilUuml˛ ˆagraveecirc˛ ˜iuml˛Oacute˚ Uuml˛Oacute˚y sectΩ˛Oacute

A) divideocircUgraveye OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

C) AND ˆagraveecirc˛ntilde OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛ D) OR ˆagraveecirc˛ ~OacuteCcedil NOT ˆagraveecirc˛

76 ~Uuml˛ecirc˛ 4 bullzl˛otildeecirc˛ sectyUumlasymp Iumlecirc˛Oacute˚ ccedillƒ Uuml˛iuml˛=deg ecirc Δ$Igrave ecirc˛Oacutedeg ~recirc Δ leAtilde IumlIcirc˚yccedillfrasl

A) 4 B) 8 C)12 D)16

77 ~Uuml˛ecirc˛ NAND ˆagraveˆecirc˛ Icircy Oacuteiumlasymp˛Ugraveyl ne

A) liexcluml bullzl˛otildeecirc˛ G liexcluml xyiacute˛zecirc˛˛otildeecirc˛ B) iacute˛zFatilde˛ bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛

C) liexcluml bullzl˛otildeecirc˛ G iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ D) Uuml˛ylecirc˛ybullz lIcirc˚

78 ˆIcirc OacutesectUuml˛ agraveecirc˛ecirc˛Oacute˚ xyiacute zecirc˛˛otildeecirc˛ bullzl˛otilde Iumlecirc˛Oacute˚ otildeOacute˚ otilde)Oacute˚Uuml˛ ne

A) OR ˆagraveecirc˛ B) AND ˆagraveecirc˛ C) INVERTER ˆagraveecirc˛ D) Uuml˛iexclotildey IumlOacute˚ecirc˛Oacute˚

79 ~Uuml˛ecirc˛ AND degccedilUuml˛ agraveˆIumlecirc˛ Uuml˛yl bullzl˛otildeecirc˛ Ugraveyl iacute˛zFatilde˛ xyiacute˛zecirc˛˛otildeecirc˛ sectlsaquoT Uuml˛Oacute˚ˆIumliuml˛ otildeyˆIumlOacute˚frasl

A) xhs˝iuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ bullybullz B) xszligumliuml˛ ~Uuml˛ecirc˛ bullzl˛otildeecirc˛ degy C) bullzl˛otildeecirc˛=deg UgraveyV˛yOacute˚ ocircOacute˚ IumllOacute˚ D) sectUgravehflIuml bullzl˛otildeecirc˛=deg bullybullz

80 ogravebullzecirc˛ Euml˛szliguml degccedilUuml˛ Ecirc˛ƒyUgravedeg IumlUuml˛ bullzrecirc˛yOacute˚ IumlEcirc˛sect Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛ylecirc˛Oacute˚ sectsectiexclotildeiuml˛ bullGIcirc˚y leAtilde IumlIcirc˚yccedillfrasl

A) divideocircUgraveye Uuml˛y IumlOacute˚recirc˛ B) Euml˛y IumlŒecirc˛ccedil G Uuml˛y IumlOacute˚recirc˛ iacute zEuml˛Icirc˚bullz

C) divideocircUgraveye Euml˛y IumlŒecirc˛ccedil D) otildeyGIcirc˚y IumlOacute˚Oacute˚ laquo˛Icirc˚ aringiacute˛sect Iuml otildecentlauml ~OacuteCcedil leAtildeOacuteybull aringbullzUgravepermil Iuml otildeiacute˛ytradeauml

81 ~Uuml˛ecirc˛ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute iacuteraquo˛sectCcedil ~OacuteCcedil ˝Atildeybullz[˛Ccedil bullydeg

A) bullOacuteDagger ~Uuml˛bullz x˛otildeyˆIumlOacute˚centl B) ~Uuml˛bullz Icircsf myOacute˚y Uuml˛Oacute˚y bullIcirc˚

C) divideocircUgraveye Uuml˛Oacuteasympcent ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacute Uuml˛Oacute˚y bullIcirc˚ D) divideocircUgraveye ˝Atildeybullz[˛Ccedil Ecirc˛Oacute˚Ugrave Uuml˛Oacute˚yOacute˚ ccedillƒ

82 ~Uuml˛ecirc˛ G IumlIcirc˚Oacute ecirc bullzfiecirc˛ iacuteraquo deg myOacute˚y 12 UgraveUgrave Oacuteƒysect Icirc_acute agraveiumlasymp iacuteraquo deg Uuml˛Oacute˚yOacute˚ ccedillƒ eacuteUgraveyszligint IumlIcirc˚ OacuteƒOacutebully IumlOacute˚Oacute˚ sectUgraveIcirc˚ Ecirc˛iacute˛Ccedil Daggerbullzdeg OacuteyocircyleAtildeyAElig bullndash ~ecirc˛ Icircy ograve IumlIcirc˚ Uuml˛Ugravey Iumlly

IcircyIcirc˚ EgraveuumluumluumlEgrave

A) G IumlIcirc˚ IumlOacuteOacute˚ l Iumlagraveecirc˛Euml˛ Oacute˚Uuml˛ B) G IumlIcirc˚ IumlOacuteOacute˚ IgravelCcedil C) Uuml˛Ugrave UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil ˆEcirc˛ysectasymp D) xocircUuml˛ UgraveyeyIcirc˚ Ecirc˛iacute˛Ccedil Ecirc˛ysectasymp

83 ~Uuml˛ecirc˛ sectdegUuml˛ƒydeg ˝Atildeybullz[˛Ccedil Ugravecentl myOacute˚y ~Uuml˛ecirc˛ 50 UgraveUgrave bully Iumliacuteasymp u˛ fiecirc˛deg sectƒyEcircpermil ecirc˛ ˝Atildeybullz[˛ Uuml˛Oacute˚y leAtilde IumlIcirc˚yccedillntilde Icircograve xl IumlUgraveyograveiuml˛ Uuml˛eyccedilecirc˛Oacute˚ sectyOacute˚ IumlEcirc˛sect flotildeiacute˛

35 Ugrave˘Ugravelecirc˛ bullIcirc˚ntilde iuml˛ybullˆIumldeg xyOacute˚Eacute˛otildeEacute~UgraveEacute Uuml˛iuml˛ frasl

A) 190 B) 150 C) 210 D) 250

84 ecirc˛ΔytradeUgravecentˆIumllOacute˚ sectUgraveIcirc˚ Icircaacutel Igrave iacute˛=degOacute˚ ~Uuml˛ecirc˛ Ecircœ˛ƒyCcedilˆIumlUuml˛ atilde˛y˛otilde eacuteIcirc˚ycentdeg Igrave iacute˛ Uuml˛Oacute˚y xCcedilˆIumlcent Uuml˛ ocircOacute˚ˆIumllOacute˚ ˝Atildeiacute˛ iuml˛Oacute˚ bullIcirc˚ frasl

A) V ˆIgrave iacute˛ B) OacuteagraveasympyUuml˛yOacute˚ Igrave iacute˛ C) lyˆIumlUuml˛deg Igrave ˆIumliacute˛ D) Oacuteyecirc˛ IumlOacute˚sect Igrave iacute˛

85 iacuteraquo deg ccedil Iumlagrave Uuml˛yl ocircOacute˚ IumllOacute˚ Oacutecent leAtilde IumlIcirc˚yagrave Uuml˛Oacute˚ Iumldeg OacuteEuml˛szliguml Oacuteƒy IumlsectOacute˚ Uuml˛yecirc˛Ccedil ecirc deg OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚y Icircy IumlOacutefrasl

A) ˆleAtildesect Ecirc˛ecirc˛ Oacutecent B) Oacute˚UgraveˆIumlEuml˛Oacutedeg fllsquo˛otildeauml Oacutecent C) Ecirc˛iacutepermil˛ Oacute˚UgraveˆIumlEuml˛Oacutedeg Oacutecent D) degybullzlyOacute˚ Oacutecent

86 cent˛otilde Ecircœ˛yˆIumlOacute˚ liexclumldegaacuteiuml˛ Icircsfecirc˛Oacute˚ sectybullyˆIumlIcircƒ atilde˛Uuml˛ Uuml˛Oacute˚y sectΩ˛Oacute Icirc Uuml˛ ocircOacute˚ˆIumllOacute˚ ecirc˛ylasymp Uuml˛Oacute˚y bullˆIumlFSEgrave ne

A) ecirc˛Ugrave Iumllersquoecirc˛ B) flumlƒy˛otilde agraveccedil

C) iacute˛ydegyIcirc˚ ecirc˛fiecirc˛ bullz[˛ˆIumlUuml˛ecirc˛Oacute˚ ~OacuteCcedil fllsquo˛otilde agraveccedil D) ecirc˛deg Oacute˚ampUgrave UgraveybullzˆIumleacuteyˆIumlflOgravey˛otilde

231392_17 Bengali (C)

87 iacute˛yIcirc˚Ugrave[˛ Daggerbullzdeg ograveˆIumlIcirc˚ sectˆIumlUgraveˆIuml^˝ecirc˛iacute˛ Uuml˛yOacuteyasympbullziacute˛ ecirc˛˛otildeiacutepermil˛ ecirc˛deg ˝Atildeybullz[˛Ccedil ~OacuteCcedil degƒy˛otildeCcedil Uuml˛Oacute˚yOacute˚ sectUgraveIcirc˚ ˝Atildeybullz[˛Ccedil ˆccedilyˆIumll ~Uuml˛ecirc˛ centiuml˛deg Uuml˛yOacute˚ˆIumlUuml˛Oacute˚ aringUuml˛degyrecirc˛auml leAtildeOacuteybull

ˆograveGIcirc˚y leAtildeˆIumlIcirc˚yccedillndash Uuml˛yl centiuml˛deg Uuml˛yOacute˚Uuml˛ecirc˛ iacute˛z˛otildeˆIumlIcircyagrave frasl

A) oOacuteicircIcirc˚ ˆiuml˛deg B) aacutelccedil ˆiuml˛deg C) sectydegEcirc˛Oacute˚ybullzccediliacutepermil˛ iuml˛deg D) ˛otildeƒyOacute˚yEcirc˛l ~OacuteCcedil ccedil IumldegOacute˚ Ugravelozicirc

88 fllsquoecirc˛Ccedil Ugravecent IumllOacute˚ iacute z otildeOacute˚ Uuml˛yl x˛otildey IumlOacute˚centlecirc˛ Uuml˛Oacute˚y IcircyIcirc˚ frasl

A) degCcedil sectƒyEcircpermil Iumlecirc˛ ~ecirc˛yOacute˚lydeg Uuml˛ G IumlIcirc˚ B) bullz ˝ecirc˛yOacute˚lydeg ˝AtildeampEuml˛

C) sectƒyEcircpermil Iumlecirc˛ iacute zccedilOacute˚yEcirc˛ Uuml˛ G IumlIcirc˚ D) ˆEcirc˛ograveyOacute˚ Uuml˛EgraveuumlEgraveOacute˚ ccedillƒ Uuml˛ GˆIumlIcirc˚

89 ~Uuml˛ecirc˛ fl$ ˆIgrave iacute˛ 1 BSP ˆIgrave iacute˛ bullzl 1 bullzMEgrave˛ BSP ˆIgrave iacute˛ Oacute˚ˆIuml˛otilde atilde˛bullacuteiuml˛ndash 1 Uuml˛ lˆIumlograveasympcent Uuml˛ˆIumlOacute˚ frasl

A) Igrave ˆIumliacute˛Oacute˚ UgraveccedilOacute˚ Oacuteƒysect B) Igrave ˆIumliacute˛Oacute˚ UgraveybullzlOacute˚ Oacuteƒysect C) Igrave ˆIumliacute˛Oacute˚ ˛otildeatilde˛ Oacuteƒysect D) otildeybullz˛otilde bullyˆIumldegOacute˚ Oacuteƒysect

90 sectyocircyOacute˚icircEuml˛yˆIumlOacute ograveaacutey IcircyIcirc˚ Icirc OacuteƒOacutebullyOacute˚ Uuml˛Oacute˚yOacute˚ otildeOacute˚ ˝Atildeybullz[˛Ccedil atilde˛ˆIumleacuteOacute˚ iuml˛deg iacute˛zIμdeg G Ugravesecticirc bullˆIumlIcirc˚ iacute˛zˆIumleuml˛ndash liexclumldegaacuteiuml˛ Uuml˛yl Uuml˛yOacute˚icircecirc˛Oacute˚ ccedillƒ ~ecirc˛ acircˆIumlecirc˛frasl

A) atilde˛ˆIumleacuteOacute˚ ˆ˝Atildeiacute˛ aacuteOacute Uuml˛euml˛l B) atilde˛ IumleacuteOacute˚ iacute z otildeOacute˚ xƒy IumlOacute centEuml˛ecirc˛ Uuml˛y IumlccedilOacute˚ ccedillƒ iacute z otilde IumlIcircyagrave lIcirc˚

C) ˆ˝AtildeˆIumllOacute˚ sectybullzccedil Oacutecent Uuml˛Uumlasymp˛cent D) atilde˛ˆIumleacuteOacute˚ agraveeuml˛l Oacutecent Ugrave_acute

91 ˆdegograve UgravecentˆIumllOacute˚ sectƒyˆIumliacute˛deg ~Uuml˛ecirc˛ ecirc˛ΔyˆIumlEuml˛degCcedil fiecirc˛iacute˛ OacutesectyˆIumlly IgraveyˆIumlUuml˛ndash ~bullz fiecirc˛iacute˛ Oacute˚fiecirc˛EgraveuumlEgrave~Oacute˚ Uuml˛yccedil Uuml˛frasl

A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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A) Uuml˛yecirc˛Ccedil Ecirc˛yˆIumlsectasympOacute˚ atilde˛yˆIuml˛otildeOacute˚ ccedillƒ degCcedil sectƒyEcircpermil˛ecirc˛ IcircyˆIumliuml˛ OacuteNtildeˆIumlUuml˛ ly IcircyIcirc˚ iuml˛y leAtildeiuml˛bulliuml˛ Uuml˛Oacute˚y

B) degCcedil ecirc˛ylasympCcedilEgraveuumlEgrave~ degograve sect^˝ecirc˛yˆIumlOacute˚ atilde˛y˛otilde Uuml˛UgraveyˆIumllOacute˚ ccedillƒ

C) ecirc˛ylasympCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecircasymp˛Ccedil ecirc˛ˆIumldegOacute˚ iacute˛z˛otildeOacute˚ degyiacute˛ Uuml˛UgraveyˆIumllyOacute˚ ccedillƒ

D) xl IumlUgraveyograveiuml˛ agraveiuml˛Oacute˚ iacute z otildes IumljOacute˚ Uuml˛yecirc˛Ccedil flotilde Iumliacute˛ ograve IumlIcirc˚ ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ

92 Ugravey˛otilde IumllOacute˚ otilde) IumlOacuteasymp ecirc otildeˆIumlIcirc˚recirc˛ OacuteyOacute˚ iacute˛yIcirc˚ydeg agraveˆIumlccedilOacute˚ cent)lƒ sectecirc˛Ccedil Icirc Uuml˛yOacute˚ˆIumlicirc leAtildeˆIumlIcirc˚yccedill

A) agrave Iumlccedil eampecirc˛ lk˛yasympOacute˚ IumlicircOacute˚ ccedillƒ B) iuml˛deglyOacute˚ sectOacuteocircyOacute˚ ccedillƒ

C) agraveˆIumlccedil leAtildeyIgraveUgraveUuml˛ atilde˛y˛otilde euml˛Uuml˛ Uuml˛Oacute˚yOacute˚ ccedillƒ D) Ugravey˛otildeˆIumll xsectlaquo˛iuml˛y ograve)Oacute˚ Uuml˛Oacute˚yOacute˚ ccedillƒ

93 bullzˆIuml[˛Ccedil bulliacute˛ UgraveUuml˛ylccedilUgrave Icircecirc˛Oacute˚ sectyˆIumlIgrave Uuml˛yccedil Uuml˛ˆIumlOacute˚ ne

A) Oacute˚Uuml˛ G agraveIcirc˚yOacute˚ B) GIcirc˚Ugraveasymp G GIcirc˚Ugraveasymp agraveIcirc˚yOacute˚ C) ogravebullzecirc˛ sect˛otildeasympdegyUuml˛yOacute˚ agraveIcirc˚yOacute˚ D) ogravebullzecirc˛ Oacute IumlEuml˛deg agraveIcirc˚yOacute˚

94 bullz ˝ecirc˛yOacute˚lydeg Oacutey ~ecirc˛yOacute˚lydeg leAtildeyEcirc˛ybullzdeg UgravedegCcedilEgraveuumlEgrave~Oacute˚ Uuml˛yl UgravedegCcedil Ugravecentlecirc˛ Oacute IumlcentpoundIumlEuml˛y IumlOacute ˝AtildebullicircIcirc˚frasl

A) otildeƒy Iuml ˝ecirc˛y˝AtildeyEcirc˛ UgravedegCcedil Ugravecentl B) bullziacute˛zlEuml˛yOacute˚sectydeg UgravedegCcedil Ugravecentl

C) lersquoƒy Iumllecirc˛Oacute˚ UgravedegCcedil Ugravecentl D) ecirc˛ΔsectyOacute˚ Uuml˛ˆIuml^˝ecirc˛Δydegiacute˛ UgravedegCcedil Ugravecentl

95 ˆdegograve x˛otildey IumlOacute˚cent Iumll Uuml˛yl Uuml˛yccedilecirc˛Oacute˚ ecirc degOacute Iumlecirc˛Oacute˚ Uuml˛yecircasymp Ccedil ~ccedilecirc˛ Uuml˛yIcircasympOacutersaquoOacute˚ euml˛Uuml˛ Uuml˛wIcirc˚ degybullz Iumll Oacutesecty Iumlly bullIcirc˚frasl

A) ˆOacuteyOacute˚Ccedil B) iacuteraquo degCcedil C) Ecirc˛sectCcedil D) ecirc˛ylasympCcedil

96 ˆccedil Iumll IumlOacute˚ecirc˛Ccedil otildek˛iuml˛ Iumliuml˛ Uuml˛ylpermilecirc˛ agraveIcirc˚yOacute˚ leAtildersaquoiuml˛ Uuml˛ IumlOacute˚frasl

A) bullOacutedegCcedil B) Uuml˛yfiecirc˛Ccedil C) ˛otildeyMEgrave˛Ccedil D) UgravedegCcedil

97 ~Uuml˛ecirc˛ sectƒyEcircpermil ecirc˛ IumlUuml˛ ~Uuml˛ecirc˛ Ecirc˛lcent Uuml˛y Iumlecirc˛Oacute˚ Ugraveyocircƒ IumlUgrave ecirc˛ylasymp Uuml˛Oacute˚yOacute˚ ccedillƒ Uuml˛yl otildeƒyOacute˚ysectecirc˛yOacute˚ecirc˛ UgravecentlCcedil sectUgraveIcirc˚ IumlUuml˛ sectOacute˚ysectOacute˚ leAtildeEuml˛yOacuteiuml˛ Uuml˛Oacute˚ IumlOacutefrasl

A) Uuml˛yecirc˛Ccedil ˆiacute˛˛otildepermilIgrave B) sectecirc˛Ccedil xƒy IumlDdeg C) Uuml˛yIcircasympOacutersaquoOacute˚ Oacuteƒysect D) ecirc deg ecirc Δy IumlEuml˛ IumldegOacute˚ ograve)Oacute˚c

98 bullybullzecirc˛ ˆecirc˛lsectybullzdeg ˆfiecirc˛ΔCcedilˆIumlIgraveOacute˚ ~Uuml˛ecirc˛ fiecirc˛Oacute˚ Uuml˛yIcircasympOacutersaquo HSS UgravedegCcedil Uuml˛yecirc˛yOacute˚ myOacute˚y ˆUgravecentlCcedil Uuml˛Oacute˚y bullˆIumlOacutentilde liexclumldegaacuteiuml˛=degOacute˚ UgraveˆIumlocircƒ ˆUuml˛yl ˆOacute˚Uuml˛ xƒyˆIumlDdegecirc˛

Uuml˛yecirc˛y IumlOacute˚Oacute˚ ccedillƒ Oacutecent iacute z otilde IumlIcircyagravefrasl

A) 8 B) 12 C) 20 D) 28

241392_17 Bengali (C)

99 Uuml˛bullzUuml˛ Oacute˚ecirc˛ylasymp otildek˛iuml˛ˆIumliuml˛ Ugravecentl sect˛otildeCcedilEgraveuumlEgrave~Oacute˚ sectUgraveIcirc˚ Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ecirc˛ ocircˆIumlOacute˚ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyUuml˛ecirc˛ oampiuml˛ndash Uuml˛yecirc˛Ccedil fiecirc˛ΔyUuml˛ ~OacuteCcedil Oacute˚ecirc˛ylasymp fiecirc˛ΔyˆIumlUuml˛Oacute˚ xl˛otildeyiuml˛

ˆUuml˛ylecirc˛frasl

A) 23 B) 32 C) 53 D) 35

100 ˆUuml˛yl Oacutecentcurren˛ecirc˛Oacute˚ ccedillƒ Oacutedegy IcircyIcirc˚ Icirc leAtildeyiacute˛yQecirc˛ secteuml˛Uuml˛ Ugraveylsectiexclotildeszligumlfrasl

A) bullzbullyOacute˚ xyUuml˛yOacute˚ G Ugravey˛otilde lk˛asympyOacute˚iuml˛ sectUgraveyOacute˚ UgraveˆIumlocircƒ xyˆIumlSEgrave

B) ~ecirc˛ ograveaacuteˆIumliuml˛ aacuteOacute sectregOacute˚

C) Uuml˛yˆIumlccedilOacute˚ ccedillƒ ~ecirc˛ Ecirc˛ecirc˛ Uuml˛ˆIumlOacute˚

D) Oacutersaquoecirc˛Oacute˚ secteuml˛Uuml˛ lOacuteasympyatilde˛l

1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Marathi (C) 17

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1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

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1392_17 Odiya (C) 22

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1392_17 Marathi (C) 17

GENERAL APTITUDE 1 Vmegrave`msectMo doJdoJio JQgt Ago AmoiIbo OmVmV hellip

A) H$mdegYacutentildeQgtboesectg B) gbopntildeQgtAb ~mdegSgtrO C) AdegntildeSgtamdegBSsup2gtg D) H$mdeg_oQgt 2 H$moUEuml`m XoemV Ucirc-nj nOtildeVr Amho

A) ^maV B) lrbsectH$m C) yZm`QgtoSgt qH$frac12Sgt_ D) Zonmi 3 Imbrb niexclH$s H$moUVo _degHlaquo$mo nmiexcliumlgtH$ nXmWcopy Amho A) Mn B) Mg C) Cu D) Zn 4 ~micircnr ^dZmMr agraveHlaquo$`m ho H$aVo hellip

A) WsectSgt B) Ja_ C) H$moaSgto D) darb H$moUVo hr Zmhr 5 nyenIumldrAgrave`m nyenethgt ^mJmAgrave`m WoQgt da Agboeuml`m H|$ETHntildeWmZmbm aringhUVmV hellip

A) ntildeQacutegtmBH$ B) H$mdeg_m C) Enrg|Qgta D) Amdeg[aOZ

6 agraveH$me gmYmaU nUo H$gm agravedmg H$aVmo

A) g_H|$ETHr dVwcopyimH$mamV B) gai aofo _Yo

C) Zoh_r EH$m AsectYma_` joIgravemAgrave`m XeoZo D) dHlaquo$aofoV 7 agraveW_ Xoe OWo AmiexclUacutemoJH$ Hlaquo$msectV KSgtbr hellip

A) laquo$msectg B) ~laquoQgtoZ C) O_copyZr D) y E Eg 8 Ja_ nmUr _idEcirc`mgmRgtr gmobanmEcirc`mMm hrQgta oslashm Xder dmnaVm oUma Zmhr hellip

A) ^anya gy copyagraveH$me AgUmam Xdg B) Am^mi AgUmegrave`m Xder

C) J_u AgUmam Xdg D) AVe` dmam AgUmegrave`m Xder 9 ^maVm _Yo agraveW_ H$mngmAgrave`m gyVmMr JaUr BWo C^maEcirc`mV Ambr hellip

A) _ETHmg B) ~mdegaring~o C) H$mZnya D) gyaV 10 [aJa _mVr oslashmMo Xwgao Zmd Amho hellip

A) H$mir _mVr B) JmimMr (Aeuml wdAb) _mVr

C) ecirc$j _mVr D) bmb (bdegQgtoamBQgt) _mVr 11 84 AmU 270 Mo HCF Amho hellip A) 8 B) 6 C) 4 D) 2 12 3 Agrave`m agraveW_ nmM _eumlQgtrnbMr (nQgtrVrb gsectraquo`m) ~oarO Amho hellip A) 45 B) 65 C) 75 D) 90 13 7 12 oslashmAgrave`mer g__yeuml` Amho hellip A) 28 40 B) 42 71 C) 72 42 D) 42 72 14 ecirc$ 2000 da 254 agraveV dfcopy gaiigrave`mO 4 o$~laquoydmar 2005 Vo 18 Eagraveb 2005 oslashm H$mimgmRgtr emoYmhellip

A) ecirc$ 35 B) ecirc$ 30 C) ecirc$ 25 D) ecirc$ 40

1392_17 Marathi (C) 18

15 20 AsectH$msectMo gamgar Amho eyYacute` Euml`msectAgrave`mniexclH$s OmntildeVrVOmntildeV H$Vr eyYacute` nojm AYH$ AgVrb A) 0 B) 1 C) 10 D) 19 16 EH$ agraveejU KoVbobm YmdnQwgt 24 goHsect$XmV 200 _rQgta YmdVmo Euml`mMm doJ Amho hellip

A) 10 kmVmg B) 17 kmVmg C) 27 kmVmg D) 30 kmVmg 17 agraveEuml oH$ nyUcopy qH$dm AnyUcopy AsectH$mV igrave`ŠV hmoBcopyb Aer gsectraquo`m (adegeZb) Amho hellip

A) EH$ ntildedm^mdH$ gsectraquo`m B) EH$ nyUmordfH$

C) EH$ Iargsectraquo`m D) EH$ gsectnyUcopy gsectraquo`m (Whole) 18gt EH$ goHsect$X EH$ VmgmMo H$Vr Xemsecte Amho A) 0025 B) 0256 C) 00027 D) 000126 19gt EH$m $i dHlaquoo$Euml`m H$Sgto H$mhr g$aMsectX hmoVo Vmo 40 g$aMsectX dH$Vmo AmU Euml`mAgrave`mH$So AOwZ 420 g$aMsectX eeumlbH$

AmhoV Va _yimV Euml`mAgrave`mH$Sgto H$Vr g$aMsectX hmoVo

A) 588 g$aMsectX B) 600 g$aMsectX C) 672 g$aMsectX D) 700 g$aMsectX 20gt A EH$ H$m_ 10 XdgmV gsectndVmo AmU VoM H$m_ B 15 XdgmV nyUcopy H$aVmo Va Vo XmoKo EH$Igrave Vo H$m_ H$Vr XdgmV nyUcopy

H$aVrb

A) 5 Xdg B) 6 Xdg C) 7 Xdg D) 8 Xdg

DOMAIN KNOWLEDGE

21 _erqZJ H$aVmZm H$mntildeQgt Am`Zcopy Hw$bsectQgt Ago Agmdo hellip (a) Sacutegtm` EAa (b) Ho$amogZ (c) _erZ AmdegBb (d) gmdegacircQgt dmdegQgta 22 szligboqZJ _erZMo Qygtb nmontildeQgt oslashmda MTgtdbo OmVo hellip (a) EszligaZ (b) Hlaquo$mdeggaob (c) Šbdegna ~mdegŠg (d) gdegSgtb 23 _qbJ H$QgtaMm ImbrbniexclH$s H$moUVm JwUY_copy ŠbmBsect~ _bsectJgmRgtr gdmcopyV `mofrac12` Amho (a) boacircQgt hdegYacuteSgt H$qQgtJ (b) QgtrW _Qgto[aAb BO H$m~mcopyBSgt (c) bmOcopya pŠbAa|g AmU aoH$ AplusmnJb (d) XmV H$QgtaAgrave`m AdegpŠggbm gai AmhoV 24 EH$m J`a_Yo AmhoV 36 XmV AmU 3 mm Mo _mdegSgtccedilwb Euml`mMo nM Sgtm`_rQgta Amho hellip (a) 12 mm (b) 75 mmgt (c) 80 mm (d) 108 mm

25 ~mo[aumlJ AmdegnaoeZ_Yo Qygtb nmdegBsectQgtMo 15 mm Sgtgszligbontilde_|Qgt igrave`mg ~Xbob Oo Agob BVHo$ hellip (a) 075 mm (b) 15 mmgt (c) 3 mm (d) 6 mm

26 adegH$ _qbJgmRgtr Am~copyada J`a H$QgtaMr OmJm Amho BWo hellip (a) H$mdegb_Agrave`m Odi (b) Am~copya gnmoQgtcopy Odi (c) _Uuml`_ RgtH$mUr (d) Am~copyada Hw$Rgteuml`mhr nmdegBsectQgtda 27 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mnmgyZ Cauml`m_Yo ~Xbm`bm H$moUVr J`a Aa|O_|Qgt dmnaVmV (a) XmoZ ntildena J`a (b) XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a

1392_17 Marathi (C) 19

28 ntildeQgtplusmnSgtSgtcopy TTL ZmdegBO _mOcopyZ H$m` Amho (a) 50V (b) 02V (c) 08V (d) 04V

29 igravehdegbSgtLOW BZnwQgtMr a|O Amho hellip (a) 00V Vo 04V (b) 04V Vo 08V (c) 04V Vo 18V (d) 04V Vo 24V

30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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30 Ooigravehmsect EH$m IC _Yo g_msectVa H$ZopŠQgtumlJ nZAgrave`m XmoZ amsectJm AmhoV Euml`m sectIgravemMm Agm CbdquooI H$aVmV hellip (a) QFP (b) DIP (c) o$g pntildeszligbQgta (d) CMOS

31 H$moUVo SgtOQgtb IC ndegHo$O qagraveQgtoSgt gHcopy$Qgt ~moSgtcopy ntildenogMm gdmcopyYH$ H$m copyj_ dmna H$aVo (a) SMT (b) TO Hdeg$Z (c) acircbdegQgt ndegH$ (d) DIP

32 doJdoJim igravehmoeumlQgtoO (VCCS) nwadRgtm Agboeuml`m BsectQgtao$qgJ IC bmdegOH$ n[admamMr g_ntilde`m ho dmnecirc$Z gmoSgtdVm oBcopyb hellip (a) boigravehb-eacircQgta (b) Qmdashgtm-ntildeQgtoQgt eacircQgta (c) QmdashgtmsectntildeboQgta (d) boigravehb-eacircQgta qH$dm QmdashgtmsectntildeboQgta 33 Xhm TTL bmoSgtagraveV TTL Smdashgtm`igravehabm aringhUVmV (a) ZmdegBO Baring wZQgtr (b) nmdegda SgtgnoeZ (c) deg$ZAmCQgt (d) agravemdegnJoeZ Sgtbo 34 AmdeggbmontildeH$mon dmnaVmZm QmdashgtJSgtcopy ntildedrnMm dmna H$moUEuml`m joIgravemV OmntildeVsect AMyH$nUm XoVmo (a) laquo$ssup1o$Yacutegr (b) AdegparingszligbQgtccedilyS (c) aoQgtŠ wb AdegpŠQgtpigravehQgtr (d) Qgtm`q_J 35 emdegQgtSgt QmdashgtdegH$ SgtQgtoŠeZ_Yo H$moUVo sectIgrave gdmcopyYH$ _XV H$aob (a) _eumlQgtr_rQgta (b) H$a|Qgt Qmdashgtoga (c) bmdegOH$ neumlga (d) AmdeggbmontildeH$mon 36 CMOS bmdegOH$ ~hthornVoH$ gdcopyloethgt gdcopyigrave`mnr gHcopy$Qmdashgtr Amho H$maU Euml`mV ho Amho hellip (a) ndegqH$J SgtopYacutegQgtr (b) bmo nmdegda Hsect$ParingneZ (c) AV Cƒ ZmdegBO Baring wZQgtr (d) bmo nmdegda Hsect$ParingneZ AmU AV Cƒ ZmdegBO Baring wZQgtr 37 CMOS gHcopy$QgtUcircmao bmo nmdegda Hsect$ParingneZ _idbo ~msectYUrAgrave`m H$moUEuml`m JwUY_mcopy_wio (a) H$mdegparingszligb_|Qgtar noAgcopy (b) H$ZopŠQgtJ ndegSsup2g (c) DIP ndegHo$Oog (d) ntilde_mdegb-ntildeHo$b BsectQgtJlaquooeZ 38 TTL QgtmoQgto_ nmob gHcopy$QgtMr aMZm Aer Ho$br H$s AmCQgtnwQgt QmdashgtmsectPntildeQgtgcopy AmhoV hellip (a) gVV AmdegZ EH$Igrave (b) o$O pntildeszligbqQgtJ XoVmV (c) igravehmoeumlQgtoO aofrac12 wboeZ XoVmV (d) H$Yrhr EH$Igrave AmdegZ Zmhr 39 BZnwQgt_Yo ~Xb Pmeuml`m_wio AmCQgtnwQgt_Yo hmoUmegrave`m ~XbgmRgtr bmJUmegrave`m doiobm aringhUVmV hellip (a) ZmdegBO Baring wZQgtr (b) deg$ZAmCQgt (c) agravemdegnJoeZ Sgtbo (d) amBcopyO QgtmBcopy_ 40 hiwhiy H$_r hmoUmegrave`m gmBcopyZ doigraveh AmdeggboeZAgrave`m lyensectIbobm aringhUVmV hellip (a) [aumlqJJ (b) ntildeeuml w (c) AmoigravehaewQgtsectJ (d) AsectSgtaewQgtsectJ 41 ~hthornVoH$ 4-~Qgt ndegabb-AdegSgta gHcopy$Qgt_Yo Agbobo $mntildeQgt Hdeg$ar qH$dm bwH$-AhoSgt Hdeg$ar gHcopy$Qgt ho H$aVmVhellip (a) [anb Sgtbo dmTgtdVmV (b) H$mdegparingszligb_|QgtoSgt BZnwQgtbm 1 AYH$ H$am (c) agravemdegnJoeZ Sgtbo H$_r H$aVo (d) gmBcopyZ AmU _degfrac34QgtccedilySgt ZpiacuteMV H$aUo 42 H$Vr ~ogH$ ~m`Zar g~QmdashdegŠeZ AmdegnaoeZ eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 43 H$Vr ~ogH$ ~m`Zar g~QmdashgtŠeZ EH$sH$aU (H$mdegparing~ZoeZ) eŠ` AmhoV (a) 4 (b) 3 (c) 2 (d) 1 44 +5V PCBMm nmdegda gmogcopy +34V ntildeVambm Imbr AmoTgtEcirc`mV Ambm Amho Aacute`mMo H$maU Agw eH$Vo hohellip (a) gHcopy$Qgt AmonZ (b) Xmofr aofrac12 wboQgta (c) hm$-pntildeszligbQgt agraveUmbr (d) gHcopy$Qgt emdegQgtcopy

1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Marathi (C) 20

45 neumlgAgrave`m ecircsect$XrMo _moO_mn oslashmAgrave`m gamgarMo 50 iquest`m`bm hdo hellip (a) AmoigravehaewQgtAmU AsectSgtaewQgt (b) amBcopyO AmU $mdegb (c) SgtdegparingnumlJ Am[U [aumlqJJ (d) bqSgtJ AmU QmdashgtoqbJ AdegparingszligbQgtccedilySgt 46 BZnwQgtAmU AmCQgtnwQgt gfrac34b_Yrb VwbZm gdmcopyYH$ CIcircm_ H$moUVo QgtontildeQgt CnH$aU XecopydVo (a) AmdeggbmontildeH$mon (b) bmdegOH$ agravemo~ (c) ntildenoŠQmdashgt_ AdegZbm`Oa (d) _eumlQgtrQmdashgtog AmdeggbmontildeH$mon 47 IC _Yo Xmofr JoQgt gmnSgteuml`mda nwTgtMm Qgtszlignm H$m` Amho hellip (a) JoQgt Xwecirc$ntildeV H$aUo (b) QmdashgtdegŠgZm nwYacutehm gmoeumlSgta H$aUo (c) IC ~XbUo (d) nmdegda gmogcopy VnmgUo 48 SgtOQgtb gHcopy$Qgtgmo~VMo _eumlQgtr_rQgta H$m` _moOEcirc`mgmRgtr dmnaVmV hellip (a) neumlgMr ecircsect$Xr (b) igravehmoeumlQgtoO qH$dm aoPntildeQgtsectg (c) H$a|Qgt (d) neumlg QmdashgtoYacuteg 49 SgtOQgtb H$aringszlig wQgta BsectQgtao$g H$aEcirc`mgmRgtr SgtmQgtm Hsect$igravehecopyZ gntildeQgt_ dmnaVmV ho H$aEcirc`mgmRgtr hellip (a) AdegZbmdegJ AmCQgtnwQgt SgtigravehmBg (b) SgtOQgtb AmCQgtnwQgt SgtigravehmBg (c) SgtOQgtb qagraveQgta (d) AdegZbmdegJ BZnwQgt SgtigravehmBg 50 H$moUEuml`mhr ~m~VrV AmCQgtnwQgtLOW Agob Ooigravehmsect EH$ qH$dm AZoH$ BZnwQgt eyYacute` AgVrb oslashm_Yo hellip (a) OR JoQgt (b) NOT JoQgt (c) AND JoQgt (d) NAND JoQgt 51 szligboqZJ _erZ_Yo H$QgtMr Imobr oslashmUcircmao Xbr OmVo hellip (a) Qygtb ntildebmBcopySgt AdegSgtOntildeQgt H$ecirc$Z (b) Qygtb hmoeumlSgtaMo $sSgt ntildeHlaquoy$ $adyZ (c) Hlaquo$mdegg ntildebmBcopySgt hbdyZ (d) dHcopy$ nrg CMbyZ 52 SgtOQgtb gfrac34bMr laquo$rŠdoYacutegr AmU doigraveh eon gdmcopyV CIcircm_arEuml`m emoYyZ H$mTgtVm oVo H$moUEuml`m narjU CnH$aUmZo (a) AmdeggbmontildeH$mon (b) _eumlQgtr_rQgta (c) ntildenoH$Qacutegt_ AdegZbm`Pa (d) laquo$rŠdoYacutegr OZaoQgta 53 XmoZ agraveH$mamMo ~ogH$ AdegSgta H$moUVo AmhoV (a) AY AdegSgta AmU nyUcopy AdegSgta (b) AY AdegSgta AmU g_msectVa AdegSgta (c) amgm`ZH$ AmU grYacuteHlaquo$moZg (d) EH$mMo H$mdegparingszligb_|QgtAmU XmoKmsectMo H$mdegparingszligb_|Qgt 54 eoqnJ _erZda H$m_ H$aVmZm H$QgtsectJQygtb AmU dHcopy$Agrave`m Xaaring`mZ AagravemoM AsectVa RgtodUo H$m Amdiacute`H$ Amho (a) Qygtb ~QgtMo H$QgtsectJ EO WsectSgt H$aEcirc`mgmRgtr (b) dHcopy$nrgAgrave`m QgtmoH$mda H$moUVohr [aOa QgtmiEcirc`mgmRgtr (c) MszliggZm nSygt XoEcirc`mgmRgtr AmU H$qQgtJ EO ntildedAgraveNgt RgtodEcirc`mgmRgtr (d) Šbdegna ~mdegŠgbm H$QgtsectJH$Sgto naV AmUEcirc`mgmRgtr 55 nViAgrave`m AUuml`mcopy ~oA[aumlJ_Yo AmdegBb Jlaquoyigravehgsup2Zm H$mnm`Mo Amho ImbrbniexclH$s H$moUVr NgtZr `mofrac12` Amho (a) acircbdegQgt MOob (b) Hlaquo$mdegg MOob (c) hm$ amCsectSgt ZmoO MOob (d) do~ MOob 56 sup1$mdegbQgtr Hsect$Qacutegtmob OmntildeVrV OmntildeVsect 04 Xmofr ^mJ _mYacute` H$aVo 500 ^mJmsectAgrave`m CEumlnmXZmV H$Vr Xmofr ^mJ _mYacute` hmoVrb (a) 1 (b) 2 (c) 10 (d) 20 57 NC _erZda H$moUEuml`m yZQgtMo Qygtb goqQgtJ hmoBcopyb (a) deof sectIgravemda Oo _erZ nmgyZ Xya AmhoV (b) NC _erZda Am`Sgtb QgtmBcopy_Agrave`m doir (c) agravergoqQgtJ sectIgravemsectda (d) darb H$moUVohr 58 nyenethgt^mJmAgrave`m nmoVmMo Vo KQgtH$ Aacute`mdaVr Ia~arVnUmMo AUuml`mamonU hmoVo Euml`m KQgtH$mbm aringhUVmV hellip (a) g$g a$Zog (b) g$g QgtoŠgMa (c) bo (d) doigravehrZog

1392_17 Marathi (C) 21

59 H$moUEuml`m agraveH$maAgrave`m gfrac34bbm gwQgto _yeuml` (SgtntildeHlaquo$sQgt igravehdegeuml w) agraveVZrYEumld H$aVmV (a) ZmdegBOr gfrac12Zb (b) ZmdegZ bZAa (c) AdegZbmdegJ (d) SgtOQgtb 60 ~mhoarb WlaquooSgt VnmgEcirc`mgmRgtr WlaquooSgt [aumlJ JoO dmnabo OmVmV doJdoJio Jmo AmU Zmo Jmo JoqOJ _oaring~gcopy Xbo OmVmV ImbrbniexclH$s

H$moUVo ntildeHlaquoy$ WlaquooSgt KQgtH$ [aumlJ JoOZo Vnmgbo OmV Zmhr (a) nM (b) hobŠg AplusmnJb (c) agravemo$mBcopyb (d) nM Sgtm`_rQgta 61 _mdeggcopy Qgtona ho AmsectVaamiumlacutegtr`arEuml`m ntildedrHyen$V ntildeQgtplusmnSgtSgtcopy QgtongcopyniexclH$s EH$ Amho _mdeggcopy Qgtongcopy CnbatildeY AmhoV oslashm gsectraquo onmgyZ (a) 0 Vo 7 (b) 0 Vo 8 (c) 1 Vo 7 (d) 1 Vo 8 62 EH$m ~m`Zar-doQgtoSgt SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopya_Yo Amho 100K Mo BZnwQgt aoPntildeQgta Oa aoPntildeQgtabm EH$ 5V gmogcopy OmoSgtbo Va

aoPntildeQgta_YyZ OmUmam H$a|Qgt Amho hellip (a) 5mA (b) 50A (c) 500A (d) 50mA

63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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63 ImbrbniexclH$s H$moUVr Aer MyH$ Amho Or SgtOQgtb-Qygt-AdegZbmdegJ Hsect$igravehQgtcopygcopy (DACS) er gwgsectJV Amho (a) ZmdegZ _moZmoQgtmdegZH$ Eaa (b) BZH$aoŠQgt AmCQgtnwQgt H$moSsup2gtg (c) Amdeg$goQgt Eaa (d) ZmdegZ _moZmoQgtmdegZH$ AdegEcircSgt Amdeg$goQgt Eaa 64 ImbrbniexclH$s H$moUVo Hyen$Igrave_ Adeg~laquoogigraveh Amho (a) E_oar (b) Sgtm`_sectSgt (c) H$moasectSgt_ (d) gbH$mdegZ H$m~mcopyBSgt 65 _erZ AmU Euml`msectAgrave`m AdegŠgogarO_Yo d_copy AmU igravehrb SacutegtmBcopyigravehOsup2 dmnaEcirc`mMm hoVw Amho hm hellip (a) _moRgtm QgtmdegHcopy$ Qacutegtmsectpntilde_Qgt H$aUo (b) d_copy emacircQgt Vo d_copy igravehrbbm _moRgto ntildenrSgt [aSgtŠeZ agravemaacute H$aUo (c) Cƒ ntildenrSgt Qacutegtmsectpntilde_Qgt H$aUo (d) d_copy igravehrb Vo d_copy emacircQgtbm _moRgto ntildenrSgt [aSgtŠeZ agraveXmZ H$aUo 66 20 JlaquomBsectqSgtJ igravehrbMr JlaquooZ gmBcopyO gsectraquo oZo Xecopydbr OmVo H$moUVr JlaquooZ gmBcopyOMr a|O igravehoar $mBcopyZ Amho (a) 10-24 (b) 30-60 (c) 80-180 (d) 220-600 67 CNC _erZZm hmVmZo MmbdV ZmhrV Euml`msectMo Z sectIgraveU Ago hmoVo hellip (a) EH$ agravemoJlaquodeg_ (b) EH$ AmdegnaoqQgtJ (c) EH$ Hdeg$_ (d) EH$ szligbJ ~moSgtcopy gntildeQgt_ 68 5+ EH$m J`a igravehrb_Yo AmhoV 36 XmV (Z) AmU 3 mm _mdegSgtccedilwb (m) Va Euml`mMo nM Sgtm`_rQgta H$Qgta Amho hellip (a) 12 mm (b) 75 mm (c) 80 mm (d) 108 mm

69 adegH$Agrave`m XmVmMr OmSgtr oslashmUcircmao _moObr OmVo hellip (a) yZigravehgcopyb igravehZcopy`a Hdeg$bna (b) J`a QygtW igravehZcopy`a Hdeg$bna (c) acircbmsectO _m`Hlaquo$mo_rQgta (d) J`a QgtontildeQgta 70 nmdegBsectQgt Qygt nmdegBsectQgt Hsect$Qacutegtmob gntildeQgt_ `mofrac12` Amho ImbrbniexclH$s EH$m dmnamgmRgtr hellip (a) _qbJ agravemo$mBcopyb (b) QgtZordfJ (c) SacutegtrbsectJ (d) JlaquomBsectqSgtJ 71 Oa EImUacutem BZnwQgt_Yo bmo nmRgtdyZ JoQgt_YyZ OmUmegrave`m gfrac34bbm agraveV~sectYV Ho$bo AmU AmCQgtnwQgtHIGH Agob Va Vo JoQgt Amho hellip (a) AND (b) NAND (c) NOR (d) OR

72 qgJb QmdashgtmsectPntildeQgtaMm dmna ImbrbniexclH$s H$moUVo SgtOQgtb bmdegOH$ JoQgt ~msectYEcirc`mgmRgtr hmoVmo (a) AND JoQgt (b) OR JoQgt (c) NOT JoQgt (d) NAND JoQgt 73 Ooigravehmsect H$moUVo EH$ BZnwQgtHIGH AgVmZm bmdegOH$ JoQgtMo AmCQgtnwQgtHIGH qH$dm 1 Agob Vo Amho (n) hellip (a) OR JoQgtgt (b) AND JoQ (c) NOR JoQgt (d) NOT JoQgtgt 74 EH$m 7400 NAND _Yo H$Vr NANDgHcopy$Qgt g_mdiumlgt AmhoV (a) 1 (b) 2 (c) 4 (d) 8

1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

H$aVm oVmo agraveXmZ H$ecirc$Z hellip (a) do~Mo ZoJoQgtigraveh aoH$ (b) do~Mo WqZJ (c) H$_r $sqSgtJ $mogcopy (d) OmntildeVsect $sqSgtJ $mogcopy 83 50 mm igrave`mgmAgrave`m hmSgtcopyYacuteSgt ntildeQgtrb emacircQgtMo $Ze JlaquomBsectqSgtJ gqbSmdashgtH$b JlaquomBsectqSgtJ _erZda H$am`Mo Amho Oa H$m_mMo `mofrac12`

g$g ntildenrSgt 33 _rQgta_ZQgt Agob Va H$m_mMo rpm H$m` Amho (a) 190 (b) 150 (c) 210 (d) 250 84 ImbrbniexclH$s H$moUVo WlaquooSgt $mdeg_copy agravemaacute Pmbo Amho Aem WlaquooSgtoSgt ^mJmsect_Yo OWo Qmdashgtmsectpntilde_eZAgrave`m Xaaring`mZ agraveoea WlaquooSgtAgrave`m EH$m acircbplusmnH$da

H$m copy H$aVo (a) V WlaquooSgt (b) ntildesup1o$Aa WlaquooSgt (c) ZH$b WlaquooSgt (d) ~Qmdashgtog WlaquooSgt 85 Smdashgtrb OJ_Yo ImbrbniexclH$s H$moUVo ~we dmnaEcirc`mV oVo Oo doJdoJugrave`m igrave`mgmMo H$qQgtJ Qygtb _mYacute` H$aVo (a) agraveog $Qgt ~weoO (b)[a_wigraveho~b ~weoO (pŠbn) (c) $ŠntildeSgt [a_wigraveho~b ~weoO (d) bm`Za ~weoO 86 $adEcirc`mV oUmegrave`m $mdeg_Mr VnmgUr H$aEcirc`mgmRgtr emdegn acircbmoa_Yo ImbrbniexclH$s H$moUVo CnH$aU dmnaEcirc`mV oVo (a) Qgto_szligboQgt (b) ntildeZdegn JoO (c) Sgtm`b QgtontildeQgt BsectSgtHo$Qgta AmU pntildebn JoOog (d) Qygtb ecirc$_ _m`Hlaquo$montildeH$mon 87 g_|QgtoSgt H$m~mcopyBSgt QgtszligSgt Qygtb Sgtm`_sectSgt igravehrbgmo~V JlaquomBsectqSgtJ AmU bdegqnJ H$aVmZm JlaquomBsectqSgtJAgrave`m gsectnyUcopy joIgravemda Hw$bsectQgtMm CIcircm_ agravedmh

oD$ Uacutemdm Aacute`mgmRgtr `mofrac12` Hw$bsectQgt Amho hellip (a) gmdegeuml w~b AmdegBb (b)_Zab AmdegBb (c) geuml$amBAacuteSgt AmdegBb (d) ndegam$Z AmU nmEcirc`mMo _lU

1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

dmnaeuml`mda ImbrbniexclH$s EH$m H$maUm_wio hellip (a) igravehrbMo WlaquooSgt AVe` H$SgtH$ AgVo (b)igravehrbMo Adeg~laquoogigraveh oslashm H$m`mcopygmRgtr `mofrac12` Zmhr (c) JlaquooZ gmBcopyO AVe` H$mogcopy (OmSgto^aSgto) Amho (d) igravehrbMr ~msectYUr AVe` CKSgtr Amho 91 boWAgrave`m gdegSgtbda agravedmgr ntildeQgtoSgtr ~gdbo Amho oslashm ntildeQgtoSgtr aontildeQgtMo H$m copy H$m` (a) H$qQgtJ $mogg_wio bmplusmnJ emacircQgtMo dmH$Uo QgtmiEcirc`mgmRgtr (b)bmplusmnJ $adVmZm boWdaMm bmoSgt QgtmiEcirc`mgmRgtr (c) $aUo Mmby AgVmZm H$qQgtJ QygtbdaMm bmoSgt H$_r H$aEcirc`mgmRgtr (d) e$mag Ho$boeuml`m JVrnojm AmUIr Cƒ H$qQgtJ ntildenrSgt_Yo $aVm oEcirc`mH$[aVm 92 _moO_mn H$aEcirc`mnydu Qygt (two) nmdegBsectQgt ~moa Sgtm`b JoOMo Pramo goqQgtJ Amdiacute`H$ Amho oslashmgmRgtrhellip (a) JoO_Yrb MwH$m bjmV KoEcirc`mgmRgtr (b)VwbZm H$aUo gmo`rntildeH$a hmoBcopyb aringhUyZ (c) JoO_Yo agravemasect^H$ Xm~ V`ma H$aEcirc`mgmRgtr (d) _moO_mnmVrb MyH$m Xya H$aEcirc`mgmRgtr 93 BsectSgtopŠgJ hoSgt _oHdeg$ZO_ oslashmgmo~V H$m_ H$aVo hellip (a) amdegH$ AmU J`a (b)d_copy AmU d_copy J`a (c) XmoZ hobH$b J`a (d) XmoZ ~igravehob J`a 94 H$moUVo _qbJ _erZ deofarEuml`m ZdSgtbo OmVo AmVrb AmU ~mhoarb agravemo$mBcopyeumlgMo _qbJ H$aEcirc`mgmRgtr hellip (a) ndegYacuteQgtmoJlaquom$ _qbJ _erZ (b) yZigravehgcopyb _qbJ _erZ (c) szligbdegZoQgtar _qbJ _erZ (d) Qmdashgtoga Hsect$QmdashgtmoeumlSgt _qbJ _erZ 95 An H$Qgt _qbJ_Yo H$Qgta amoQgtoeZMr Xem AmU dHcopy$ $rSgtAgrave`m XeoAgrave`m AmYmamda XmoZ agraveH$maMr _qbJ agraveHlaquo$`m Amho Or Amho hellip (a) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m decirc$Otilde Xeobm (b)Mn H$mTgtUo gwecirc$ hmoVo OmSgt ^mJmdecirc$Z (c) ~degH$bdege Eb_ZoQgtagmo~VMo _erZ _hIcircdnyUcopy Amho (d) dHcopy$ $sSgt Ho$bo OmVo H$Qgta amoQgtoeZAgrave`m XeoZo 96 ntildenrSgtMo JwUmoIcircma ~Xbeuml`medm` gŠ wcopyba _moeZ AmSgtigrave`mhthornZ C^o ~XbEcirc`mgmRgtr H$moUVo J`a Aa|O_|Qgt dmnabo OmVo (a) XmoZ ntildenaMo J`a (b)XmoZ hobH$b J`a (c) XmoZ ~igravehob J`a (d) d_copy AmU d_copy J`a 97 emacircQgt $adbo OmVo EH$m $Ze_Yo Va ImbrbniexclH$s H$moUVo ndegam_rQgta _erqZJ QgtmBcopy_da WoQgt agrave_mdV H$aob (a) H$qQgtJ SgtoszligW (b)goqQgtJ AplusmnJb (c) dHcopy$nrgMo igrave`mg (d) Qygtb QmdashgtdegigravehbMo AsectVa 98 Cƒ QgtoYacutegmBcopyb ntildeQmdashgt|W Agboeuml`m ntildeQgtrb dHcopy$ nrgMo HSS _qbJ H$QgtaZo _erqZJ H$am`Mo Amho Va H$QgtagmRgtr ImbrbniexclH$s H$moUVo aoH$ AplusmnJb gdmcopyV `mofrac12` Amho (a) 8deg (b) 12deg (c) 20deg (d) 28deg

99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

(a) 2 3 (b)3 2 (c) 5 3 (d) 3 5 100 EH$m CEumlnmXZmbm CIcircm_ JwUdIcircmm Agbobo aringhUVmV Ooigravehm Vo AgVo Ago hellip (a) Euml`mMm eon AmU Sgtm`_|eZ _`mcopyXoAgrave`m AmV AgVmV (b)Vo AVe` CIcircm_ Ageuml`mMo XgVo (c) Vo dmnaEcirc`mgmRgtr `mofrac12` Amho (d) gmhEuml`mMr ZdSgt AMyH$ Amho

1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 24

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1392_17 Marathi (C) 22

75 EŠgeuml wgigraveh - OR (XOR) bmdegOH$ JoQgt AmUIr H$moUEuml`m Xwgegrave`m bmdegOH$ JoQgt nmgyZ ~msectYbo OmD$ eH$VmV (a) $ordm$ OR JoQgt (b) AND JoQgtAmU NOT JoQgt (c) AND JoQ OR JoQ AmU NOT JoQgt (d) OR JoQ AmU NOT JoQgt 76 $moa - BZnwQgtgHcopy$QgtgmRgtr H$Vr QmacrgtW Qgto~b EsectQmdashgtr Amdiacute`H$ AmhoV (a) 4 (b) 8 (c) 12 (d) 16

77 NAND JoQgt_Yo Amho hellip (a) LOW BZnwQgtAmU LOW AmCQgtnwQgt (b) HIGH BZnwQgtAmU HIGH AmCQgtnwQgt (c) LOW BZnwQgt AmU HIGH AmCQgtnwQgt (d) darb H$moUVohr 78 EH$ Ago ~ogH$ bmdegOH$ JoQgt Aacute`mMo AmCQgtnwQgt Euml`mAgrave`m BZnwQgtbm nwaH$ Amho Vo Amho hellip (a) OR JoQgtgt (b) AND JoQ (c) BsectigravehQgtcopya JoQgt (d) H$aringndegaoQgta 79 H$moUVo BZnwQgtMo n[a_mU AND JoQgtbm EH$ HIGH AmCQgtnwQ CEumlnTHORN H$aEcirc`mgmRgtr H$maUr^yV Rgtaob (a) H$_mZ EH$ BZnwQgtHIGH Agmdo (b) H$_mZ EH$ BZnwQgtLOW Agmdo (c) BZnwQgt _Uuml`_ AmhoV (d) gdcopy BZnwQgtHIGH AmhoV 80 Ooigravehmsect XmoZ doJdoJugrave`m bmdegOH$ n[admamMo BsectQgtao$qgJ hmoVo Voigravehmsect H$Vr n[a_mU AZwHw$b AgmdoV (a) $ordm$ H$a|Qgt (b) XmoYacutehr igravehmoeumlQgtoO AmU H$a|Qgt (c) $ordm$ igravehmoeumlQgtoO (d) XmoYacutehr nmdegda SgtgnoeZ AmU BparingnSgtsectg 81 JlaquomBsectqSgtJ igravehrbMo SmdashgtoqgJ AmU QgtZordfJ AmhoV ho hellip (a) AJXr EH$g_mZ AmdegnaoeZ (b) EH$mM CnH$aUmsectZo H$aEcirc`mV Ambo (c) $ordm$ H$mogcopy JlaquomBsectqSgtJ igravehrbgmRgtr H$aEcirc`mV Ambo (d) $ordm$ $mdeg_copy JlaquomBsectqSgtJgmRgtr 82 12 mm igrave`mgmMo ^moH$ Smdashgtrb H$aVmZm Oa dmasectdma JlaquomBsectqSgtJ_wio Qsup2gtdntildeQgt SmdashgtrbMo do~ $sqSgtJbm damoY H$aVo Va hm n[aUm_ H$_r

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1392_17 Marathi (C) 23

88 ImbrbniexclH$s H$moUVo AmdegnaoeZ ntildebmdegqQgtJ _erZda H$aVm oVo (a) bmplusmnJ emacircQgtda ~mhoarb H$sdo (b)AmVrb Jlaquoyigravehgsup2 (c) emacircQgtda dySgta$ H$sdo (d) o$Xa H$sOgmRgtr H$sdo 89 EH$m ntildeHlaquoy$ WlaquooSgtbm Zo_bo Amho 1 BSP WlaquooSgt 1 BsectM BSP WlaquooSgt_Yo 1 H$m` XecopydVo (a) WlaquooSgtMo _moRgto igrave`mg (b)WlaquooSgtMo bhmZ igrave`mg (c) WlaquooSgtMo nM igrave`mg (d) nmBcopynMo hmob (^moH$) igrave`mg 90 gmYmaUnUo ho bjmV Ambo Amho H$s JlaquomBsectqSgtJ igravehrbMm o$g MH$MH$sV JwiJirV qH$dm frac12boAacuteSgt hmoD$Z OmVmo H$mhr H$mi

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99 eoqnJ _erZ_Yo sup1$rH$ [aQgtZcopy _oHdeg$ZO_ dmnaeuml`mg H$qQgtJ ntildeQmdashgtmoH$ _sectX JVrZo hbVmo AmU [aQgtZcopy ntildeQmdashgtmoH$ ObX JVrZo hbVmo Va H$qQgtJ ntildeQmdashgtmoH$ AmU [aQgtZcopy ntildeQmdashgtmoH$Mo JwUmoIcircma H$m`

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Marathi (C) 23

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1392_17 Odiya (C) 17

GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

LyumlAacuteyumlyumligravegt A) s 35 B) s 30 C) s 25 D) s 40 15151515 20segrave OcircocircQAgraveccedilAacuteyuml YacuteyumlccedilAacuteyumlccedilYacuteyumlccedilAacuteyumlegrave YacuteyumlDdegrave Ecircicircœyumlgt OcircyumlccedilœyumlZyuml yumlšAacuteyumligrave Lyumldaggeryumlccedilsegrave OcircocircQAgraveccedil Ecircicircœyuml vyumlccedilAacuteyumligrave AtradeLyuml As A) 0 B) 1 C) 10 D) 19 16161616 f~ Accedil$aacuteyumlsucirc 24 OcircLyumlƒAacuteyuml 200 yumlegravesAacuteyuml rsquoyumloacuteTHORNegrave$ccedilFgt daggeryumlccedilYacuteyumlccedilAacuteyuml degyumlS YacuteyumlDdegrave A) 10 LyumlegraveyumlegraveW+ccedil B) 17 LyumlegraveyumlegraveW+ccedil C) 27 LyumlegraveyumlegraveW+ccedil D) 30 LyumlegraveyumlegraveW+ccedil 17171717 copyoslashdaggeryumlegrave copyicirc~divide OcircocircQAgraveccedil YacuteyumlDdegrave A) FLyuml OcircmicroccedilparayumlccedildegyumlegraveLyuml OcircocircQAgraveccedil B) FLyuml B+fAacuteyuml C) FLyuml degyumlccediltimesdegyumlegraveLyuml OcircocircQAgraveccedil D) FLyuml Ocircocirccopyicirc~divide OcircocircQAgraveccedil

1392_17 Odiya (C) 18

18181818 OcircLyumlƒ YacuteyumlDdegrave FLyuml W+ccedilAacuteyuml Lyumldaggeryuml xyumlOcircegraveyumlccedilaacuteyumlucirc A) 0025 B) 0256 C) 00027 D) 000126 19191919 f~ yacuteyumlAcircyuml degyumlegraveLyumlccedilAcircyumleuml Lyumlegravedegrave OcircH AacuteyumlQdyumlegravegt Ocirc 40 OcircH degyumlegraveLyumlegraveoslash LyumlAacuteyumlegraveOcircccedilAacuteyumlegravedyumlegrave H daggeryuml$ccedilcopyegrave 420segrave OcircH AacuteyumlYacuteyumlegravedegravegt yumlicircAcircyuml parayumlccedildegyumlAacuteyuml daggeryumlccedilZyuml œyumlegraveLyumlsAacuteyuml Lyumldaggeryumlccedilsegrave OcircH AacuteyumlYacuteyumlegrave$aacuteyumlccedil A) 588 segrave OcircH B) 600 segrave OcircH C) 672 segrave OcircH D) 700 segrave OcircH 20202020 F SccedilsegraveF LyumlccediliquestdivideAgraveLyumligrave 10 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyuml H degyumlegrave OcircYacuteyumlegrave LyumlccediliquestdivideAgraveLyumligrave 15 rsquoyumlegraveœyumlAacuteyuml LyumlAacuteyumlgt Ocircyumlccedilœyuml FLyumlccedilvyumlegrave Lyumldaggeryuml rsquoyumlegraveœyumlAacuteyuml OcircYacuteyumlegrave Ocircyumlccedilœyuml LyumlccediliquestdivideAgravesegraveLyumligrave EcircIacute LyumlAacuteyumlegravedegyuml A) 5 rsquoyumlegraveœyuml B) 6 rsquoyumlegraveœyuml C) 7 rsquoyumlegraveœyuml D) 8 rsquoyumlegraveœyuml

DOMAIN KNOWLEDGE 21 LyumlccedilIuml AccedilBAacuteyumlœyumlucircLyumligrave yumlOcircegraveœyumlegraveocirc LyumlAacuteyumlegravedegyumlccedil OcircyumlagraveAacuteyuml Lyumligraveaacuteyumlccedil+ FYacuteyumlccedil Yacuteyumldegyumlccedil AccedildegyumlEcircAgraveLyuml A) xyumloslashccedilF FagraveccedilAacuteyuml B) LyumlegraveAacuteyumlccedilOcircegraveœyumlucirc C) yumlOcircegraveœyumlucirc AFaacuteyuml D) Ocircyacuteyumlucircs HmicroccedilsAacuteyuml 22 FLyuml copyatildeccedilœyumlegraveocirc yumlOcircegraveœyumlucircAacuteyuml sigraveaacuteyumlucirc copyccedilIuml FYacuteyumlccedil DcopyAacuteyuml yumlccedilD+ YacuteyumlccedilB$ccedilF A) Accedilcopyoslashœyumlucirc B) LyumloslashOcircucirc Aacuteyumlaacuteyumlucirc C) LyumlatildeccedilcopyAacuteyuml degyumlOyuml D) OcircAgraveccedilxyumlaacuteyumlucirc 23 LyumlatildeccedilBraquo yumlegraveaacuteyumlegraveocirc copyccedilBotilde yumlegraveaacuteyumlegraveocirc LyumlsAacuteyumlAacuteyuml LyumlDotilde degyumlntildeEcircegraveIumlAgravesegrave OcircdegyumligravevyumlccedilAacuteyumligrave DcopyiquestccedilSeuml A) degyumlccedilyuml YacuteyumlccedildaggeryumlAacuteyuml Lyumlccedilsegravedegyumlccedil B) segrave$ucirc yumlAgraveccedilsAacuteyumlegraveAccedilaacuteyumlucircsegrave LyumlccedildegyumldivideccedilBxyumlucirc C) AtradeLyuml LyumlatildeegraveagraveAacuteyumlccedilœyumlucircOcirc H AacuteyumlLyumlucirc Accedileacuteyumlaacuteyumlucirc D) LyumlsAacuteyumlAacuteyuml AccedilOyumlegraveOcirc AœyumligraveOcircccedilAacuteyuml rsquoyumlccedilyuml SigraveTHORNegraveLyuml OcircAcircyumlQ As 24 FLyuml SegraveagraveAacuteyuml YacuteyumligraveBaacuteyumlucircAacuteyuml 36 segrave rsquoyumlccedilyuml H 3 yumlegraveyumlegrave yumlxyumligraveAgraveaacuteyumlucirc AacuteyumlYacuteyumlegravedegrave FYacuteyumlccedilAacuteyuml copyegrave`yumlucirc xyumlccedilFyumlegravesAacuteyuml Yacuteyumldegyuml A) 12 yumlegraveyumlegrave B) 75 yumlegraveyumlegrave C) 80 yumlegraveyumlegrave D) 108 yumlegraveyumlegrave 25 degyumlccedilAacuteyumlegraveocirc AcopyAacuteyumlOcircœyumlAacuteyuml sigraveaacuteyumlucirc copyF+Aacuteyuml 15 yumlegraveyumlegrave xyumlegraveOcircucirccopyatildeOcircucircyuml+ rsquoyumlmicroccedilAacuteyumlccedil xyumlccedilFyumlegravesAacuteyumlAacuteyuml copyAacuteyumlegravedegyumlˆyumldivideœyuml FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml

Yacuteyumldegyuml A) 075 yumlegraveyumlegrave B) 15 yumlegraveyumlegrave C) 3 yumlegraveyumlegrave D) 6 yumlegraveyumlegrave 26 AacuteyumlAgraveccedilLyumlucirc yumlegraveaacuteyumlegraveocirc copyccedilBotilde AccedildegyumldivideAacuteyumlAacuteyuml SegraveagraveAacuteyuml LyumlsAacuteyumlAacuteyuml copyccedilfegraveOcircœyumlucirc FYacuteyumlccedil AacuteyumlYacuteyumlegravedegyuml A) LyumlaacuteyumlyumlucircAacuteyuml œyumlegraveLyumlsAacuteyuml B) AccedilAacuteyumlucircdegyumlAacuteyuml Ocirccopyccedilsdivide œyumlegraveLyumlsAacuteyuml C) yumllegrave parayumlccedilSAacuteyuml D) AccedildegyumldivideAacuteyumlAacuteyuml iquestLyumloacute~Ocircegrave copyF+Aacuteyuml 27 Ugraveegravexyumlucirc AœyumligravecopyccedildaggeryumlLyumligrave copyAacuteyumlegravedegyumlˆyumldivideœyuml œyumlLyumlAacuteyumlegrave LyumlDotilde SegraveagraveAacuteyuml AccedilAacuteyumlqyuml+Aacuteyuml degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave YacuteyumlAacuteyumlegravef+ccedilaacuteyumlucircAacuteyumligrave parayumlsLyumlccedilaacuteyumlucircAacuteyuml OcircLyumligravedivideaacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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GENERAL APTITUDE 1111 degyumlegraveparayumlegraveŸ SugravecopyucircAacuteyuml daggeryumlccedilAacuteyumlccedilLyumligrave LyumligraveYacuteyumlccediliquestccedilF A) œyumlaringdaggeryumloslashcopyigraveq B) OcircaacuteyumlIumlegraveAccedilaacuteyumlucirc degyumlxyumlegraveOcircucirc C) AccedilIumlAacuteyumlFxyumlucircOcirc D) tradeicircyumlLyumldaggeryumligrave 2222 LyumlDotilde rsquoyumlEcircAacuteyuml rsquoyumligraveB copyccedils OcircegraveIumlyuml AacuteyumlYacuteyumlegravedegrave A) parayumlccedilAacuteyumldaggeryuml B) EcircoslasheumlaacuteyumlZyumlccedil C) agraveigraveœyumlccedilBsxyumlucirc Lyumlegraveeacuteyumlxyumlyumlucirc D) œyumlcopyccedilAcircyuml 3333 œyumlegraveyumlumlaacuteyumlegraveQdaggeryuml yumlšAacuteyumligrave LyumlDotildesegrave yumlccedilLyumloslashccedil copyccedilIacuteLyuml As A) FyumlucircFœyumlucirc B) Fyumlucircfegrave C) Ocircegraveagraveigrave D) fxyumlucircFœyumlucirc 4444 degyumlccedilOgraveeumlLyumlAacuteyuml~ copyoslashLyumlegraveoslashagraveccedil rsquoyumlmicroccedilAacuteyumlccedil FYacuteyumlccedil YacuteyumlccedilB$ccedilF A) Lyumligraveaacuteyumlegraveocirc B) Yacuteyumlegravesegraveocirc C) EcircigraveIcircdaggeryumlccedil D) FSigraveTHORNegraveLyuml yumlšAacuteyumligrave LyumlDotildesegrave œyumligraveYacuteyumlotilde 5555 copyouml$degyumleumlAacuteyuml copyoumlETH parayumlccedilSAacuteyuml copyoslashdaggeryumlAgravearing parayumlccedildegyumlAacuteyuml yacuteyumlccedilLyumlOcircucirc DcopyAacuteyuml $degyumlccedil OslashccedilœyumlLyumligrave FYacuteyumlccedil LyumligraveYacuteyumlccediliquestccedilF A) IumloslashccedilBLyumlucirc B) Lyumlyumlccedil C) FcopyegraveOcirc+Aacuteyuml D) AAacuteyumlegravefegraveœyumlucirc 6666 AccedilaacuteyumlccedilLyuml OcircccediltradeccedilAacuteyuml~daggeryumlhellip LyumlegravecopyAacuteyumlegrave iquestccedildaggeryumloslashccedil LyumlAacuteyumlegrave$ccedilF A) OcircyumlLyumlcentyumloslasheumlagrave degyumloumlˆyumlccedilLyumlccedilAacuteyumlAacuteyuml B) OcircAcircyumlQ AacuteyumlQccedilAacuteyuml C) Ocircdegyumldividersquoyumlccedil AyenyumlLyumlccedilAacuteyuml AccedilTHORNLyumligrave D) FLyuml degyumlLyumloslash AacuteyumlQccedilAacuteyuml 7777 LyumlDotilde rsquoyumlEcircAacuteyuml copyoslash$yuml $Aacuteyuml LyumlAacuteyumlegrave EcircegraveAEligyuml degyumlegravecopyEacutedegyuml YacuteyumlccedilB$aacuteyumlccedil A) yacuteyumloslashccedilœyumlOcirc B) degyumlegraveoslashsœyumlucirc C) fyumldivideccedilœyumleuml D) agraveigraveFOcircucircF 8888 FYacuteyumlegrave rsquoyumlegraveœyumlAacuteyuml OcircoacuteAacuteyuml copyccedil~egrave YacuteyumlegravesAacuteyumlLyumligrave degyumlAgravedegyumlYacuteyumlccedilAacuteyuml LyumlAacuteyumlegrave SAacuteyumlyuml copyccedil~egrave A~ccediliquestccedilBcopyccedilAacuteyumlegravedegyuml œyumlccedilYacuteyuml] A) OcircicirciquestdivideAgraveLyumlegraveAacuteyuml~ $degyumlccedil rsquoyumlegraveœyumlAacuteyuml B) yumlWigraveAccedil rsquoyumlegraveœyumlAacuteyuml C) Dˆyumlordf rsquoyumlegraveœyumlAacuteyuml D) copydegyumlœyuml degyumlYacuteyumligrave$degyumlccedil rsquoyumlegraveSAacuteyuml 9999 parayumlccedilAacuteyumldaggeryumlAacuteyuml copyoslash$yuml Lyumlcopyccedil yumlegraveaacuteyumlucirc LyumlDotildevyumlccedilAacuteyuml copyoslashdaggeryumlegraveETHccedil LyumlAacuteyumlccediliquestccedilB$aacuteyumlccedil A) yumlccedilxyumloslashccedilOcircucirc B) degyumlraquo C) LyumlccedilœyumlucirccopyigraveAacuteyuml D) OcircigraveAacuteyumlsucirc 10101010 AacuteyumlegraveSAacuteyuml yumloumlˆyumlegraveLyumlccedilAacuteyuml AœyumlAgrave œyumlccedilyuml YacuteyumlDdegrave A) LyumlAcircyumlccedil yumloumlˆyumlegraveLyumlccedil B) AccedilaacuteyumligraveparayumlegraveAccedilaacuteyumlucirc yumloumlˆyumlegraveLyumlccedil C) AccedilAacuteyumlegravexyumlucirc yumloumlˆyumlegraveLyumlccedil D) aacuteyumlccedilsAacuteyumlccedilBsucirc yumloumlˆyumlegraveLyumlccedil 11111111 84 H 270Aacuteyuml SOcircccedilSigrave YacuteyumlDdegrave A) 8 B) 6 C) 4 D) 2 12121212 3Aacuteyuml copyoslash$yuml copyccedilosegrave Sigrave~egravedaggeryumlLyumlAacuteyuml iquestccedilSyacuteyumlAcircyuml YacuteyumlDdegrave A) 45 B) 65 C) 75 D) 90 13131313 712 FYacuteyumlccedil OcircYacuteyumlegravedaggeryuml Ocircyumlccedilœyuml As A) 2840 B) 4271 C) 7242 D) 4272 14141414 degyumlccedilIacuteLyuml 254 YacuteyumlccedilAacuteyumlAacuteyuml 4 yacuteyumldegyumloumlagraveccedilAacuteyumleuml 2005 vyumlccedilAacuteyumligrave 18 Fcopyegraveoslashaacuteyumlucirc 2005 copyiquestdivideAgraveyuml s2000 DcopyAacuteyuml OcircAacuteyumlAcircyuml Ocircigravetrade degyumlccedilYacuteyumlccedilAacuteyuml

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1392_17 Odiya (C) 18

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1392_17 Odiya (C) 19

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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1392_17 Odiya (C) 22

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1392_17 Odiya (C) 23

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