ekyoh; izos k ijh{kk · 7- ijh{kk ek/;e] i)fr ,o ewY;kadu 8 8- ijh{kk grq 'kgj 8 9- ijh{kk dh vulph 9 10- ijh{kk fooj.k 10 11- ios'k i= 10 12- ewY;kadu vkj ifj.kke dh ?kks"k.kk 11

ekyoh; izos’k ijh{kk

¼,e0bZ0Vh0&2020½

ch0Vsd0¼izFke o"kZ½@ch0Vsd0¼f}rh; o"kZ½ ysVjy@

ch0ch0,0@,e0ch0,0@,e0lh0,0@,e0Vsd0@,e0,llh0@ih,p0Mh0 esa izos’k ds fy,

izos’k foof.Zkdk

enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;

¼iwoZorhZ esa enu eksgu ekyoh; bathfu;fjasx dkWyst] xksj[kiqj LFkkfir 1962½

¼m0iz0 'kklu }kjk lapkfyr izkS|ksfxdh fo’ofo|ky;½

¼rduhdh f’k{kk dh riLFkyh½

nsofj;k jksM] xksj[kiqj& 273010 ¼m0iz0½

osclkbV: www.mmmut.ac.in

uksV% fdlh Hkh Hkze dh fLFkfr esa vazxsth izos’k foof.kZdk vafre ekuk tk,xkA

Page 2 of 45

ekyoh; izos’k ijh{kk&2020 ds fy, egRoiw.kZ frfFk;ka

vkWu ykbu vkosnu QkWeZ tek djus dh le;kof/k 16 tuojh] 2020 ¼lqcg 10%00 cts½ ls

31 ekpZ 2020 ¼lka; 05%00 rd cts½

izos'k i= viyksM djus dh frfFk 30 vizSy] 2020

ekyoh; izos’k ijh{kk dh frfFk;ka

¼,e0bZ0Vh0&2020½

09 ebZ] 2020 ¼Lukrd vkSj ijkLukrd ikB~;Øeksa ds fy,½ vkSj

1 tqykbZ] 2020 ¼dsoy ih,p0Mh0 ds fy,½

ifj.kke dh ?kks"k.kk Twku] 2020 dk igyk lIrkg ¼ih,p0Mh0 dks NksM+dj½

ijh{kkvksa dh vuqlwph

¼ch0Vsd0@ch0Vsd0 f}rh; o"kZ ysVjy@ chch,@ ,elh,@ ,ech,@ ,eVsd@ ,e0,llh0½

ijh{kk dh frfFk;ka isij dksM fo"k; le; dqy

vof/k

09 ebZ] 2020

¼’kfuokj½

isij&1 ch0Vsd0 izFke o"kZ izos’k ijh{kk

¼HkkSfrdh] jlk;u vkSj xf.kr½

lqcg 08%00 ls lqcg 11%00 cts rd 3 ?kaVs

isij&2 ch0Vsd0 f}rh; o"kZ izos’k ijh{kk

¼ysVjy bUVªh½ izos’k ijh{kk

¼vfHk;kaf=dh esa fMIyksek gksYMj ds

fy, ,IVhV~;wV VsLV½

nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij &3 chch, ds fy, ,IVhV~;wV VsLV nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij&4 ,e0ch0,0 ds fy, ,IVhV~;wV VsLV nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij &5 ,e0lh0,0 ds fy, ,IVhV~;wV VsLV nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

isij &6! ,e0Vsd0 izos’k ijh{kk nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

isij &7# ,e0,llh0 ¼HkkSfrdh] jlk;u vkSj

xf.kr½ izos’k ijh{kk@

ch0Vsd0 ¼f}rh; o"kZ½ ysVjy izos’k

ijh{kk ~

nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

! y[kuÅ] iz;kxjkt] xkft;kckn vkSj xksj[kiqj dsnzksa ij ghA # dsoy xksj[kiqj dsanz ijA ~ ch0,llh0 fMxzh /kkjdksa dks ch0Vsd0&f}rh; o’kZ ¼ysVjy½ esa izos”k ds fy, ¼fMIyksek /kkjdksa ds izos”k ds ckn fjDr lhVksa ds v/khu½


¼fu;fer ih,p0Mh0 ds fy,½

1tqykbZ] 2020

¼cq/kokj½

¼dsoy xksj[kiqj dsanz ij½

isij -8 ih,p0Mh0 izos”k ijh{kk lqcg 09%00 ls 11%00 cts rd 2 ?kaVs isij -8 ifj.kke ?kks’k.kk fo'ofo|ky; dh osclkbV ij jkr 8%00 cts rd

2tqykbZ]2020

¼c`gLifrokj½

izos'k ijh{kk esa p;fur ih,p0Mh0

mEehnokj dk lk{kkRdkjA izkr% 9%00 cts ls MMMUT, xksj[kiqj esa

laidZ djus ds fy,

laidZ irk Qksu@ QSDl@ osclkbV@ bZ&esy

leUo;d] ekyoh; izos’k ijh{kk ¼,e0bZ0Vh0½

enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;

nsofj;k jksM] xksj[kiqj&273010 ¼m0iz0½

Qksu uaacj : 8765783798, 9235500507 (9:30 am to 5pm) QSDl : 0551-2270011 osclkbV % http://www.mmmut.ac.in bZ&esy : [email protected]


Page 3 of 45

Tk¡p lwph

vH;FkhZ dks vkosnu tek djus ls igys fuEufyf[kr fcUnqvksa dh tkap djuh pkfg,

lkekU;

• dksbZ vkWQykbu vkosnu QkWeZ ugha gSA izR;sd vH;FkhZ dks dsoy vkWuykbu vkosnu QkeZ Hkjuk gSA

• vH;FkhZ dks izR;sd ikB~;Øe ds fy, vyx ls vkWuykbu vkosnu QkeZ Hkjuk vko’;d gSA

• di;k izos’k foof.Zkdk MkmuyksM djsa vkSj fofHkUu ikB~;Øeksa ds fy, funsZ’kksa] ik=rk ekunaM] vkj{k.k] ikB~;Øe vkSj vU;

tkudkjh dks /;ku ls i<+s aA

• vkWuykbu vkosnu QkeZ] fdlh Hkh laca/k esa vlaxr ik;k x;k rks] vH;FkhZ dks fcuk tkudkjh ds fujLr dj fn;k tk,xkA

• vkWuykbu vkosnu QkeZ izos’k foof.Zkdk esa fn, x, funsZ’kksa ds vuqlkj lko/kkuhiwoZd iwjh rjg ls HkjsaA

• vkWuykbu i= esa viyksM dh xbZ QksVkssxzkQ dh 6 izfr;ka Hkfo"; esa mi;ksx ds fy, vo’; j[ksaA

• vkosnu QkeZ la[;k ;k jksy uacj ¼izos’k i= izkIr gksus ds ckn½ ds fcuk dksbZ i=kpkj ugha fd;k tk,xkA

egRoiw.kZ% vH;FkhZ dks ;g lqfuf’pr djuk gksxk fd vkWuykbu vkosnu QkeZ tek djus ds mijkUr ;k ckn ds pj.k esa vkosnu QkeZ esa

dksbZ cnyko dh vuqefr ugha gSA fo’ks"k ifjfLFkfr;ksa esa] ;fn os ckn ds pj.k esa fdlh Hkh la’kks/ku@lq/kkj dk vuqjks/k djrs gSa rks mUgsa

izfr vkosnu : 500@& dk ’kqYd nsuk gksxkA : 500@& dk Hkqxrku Madan Mohan Malaviya University of Technology, Gorakhpur Payable at Gorakhpur ds i{k esa Mh0Mh0 ds :i esa fd;k tk ldrk gSA izek.k ds lkFk la’kks/ku@lq/kkj ds fy, vuqjks/k

dsoy 15 vizSy] 2020 rd Lohdkj fd;k tk,xkA ijh{kk ifj.kke bl MsVk ds vk/kkj ij rS;kj fd;k tk,xk vkSj ijh{kk@dkmUlfyax ds

nkSjku vFkok ckn esa fdlh Hkh cnyko dh vuqefr ugha gSA

vkWuykbu vkosnu

• vkWuykbu vkosnu Hkjus ds fy, osclkbV http://www.mmmut.ac.in ij tk,a vkSj osclkbV ij fn, x, funsZ’k ds vuqlkj

vkosnu HkjsaA

• Js.kh] miJs.kh] osVst] vf/kokl fLFkfr] ijh{kk dk LFkku] vkfn gsrq Bhd ls nkok fd;k tkuk pkfg,A Js.kh] mi&Js.kh] osVst]

vf/kokl fLFkfr] vkfn dks fdlh Hkh ifjfLFkfr esa ckn ds pj.k esa ugha cnyk tk,xkA

• leUo;d] ekyoh; izos’k ijh{kk ds lkFk Hkfo"; ds i=kpkj ds fy, vH;FkhZ dks viuk izos’k i= la[;k uksV djuk pkfg,A

• vH;FkhZ dks MkmuyksM dh xbZ iqf"Vdj.k i`"B dh Nk;kizfr dks vius ikl j[kuk pkfg,A


Page 4 of 45

vuqØef.kdk

Øekad fooj.k ist uacj

1- Ekkyoh; izos’k ijh{kk&2020 ds fy, egRoiw.kZ frfFk;ka 2

2- tk¡p lwph 3

3- vuqØef.kdk 4

4- ekyoh; izos’k ijh{kk 5

5- vkosnu QkeZ 5

6- vkWuykbu vkosnu QkeZ Hkjus ds fy, funsZ’k 6

7- ijh{kk ek/;e] i)fr ,oa ewY;kadu 8

8- ijh{kk gsrq 'kgj 8

9- ijh{kk dh vuqlwph 9

10- ijh+{kk fooj.k 10

11- izos'k i= 10

12- ewY;kadu vkSj ifj.kke dh ?kks"k.kk 11

13- izos'k gsrq dkmUlfyax 11

14- fofHkUu ikB~;Øeksa esa izos’k {kerk 12

15- ik=rk ekinaM 15

16- Js.kh@oxZ ifjHkk"kk,a¡ 19

17- vkj{k.k 20

18- mRrj izns’k ds xzkeh.k {ks= ds mEehnokjksa dks ykHk 21

19- fpfdRlk ekud 22

20- fo’ofo|ky; ’kqYd fooj.k 22

21- egRoiw.kZ funsZ’k 23

layXud& ,% ,e0Vsd0 ds ik=rk ;ksX;rk ds fy, dksM 25

layXud& ch% ijh{kk ’kgjksa dh lwph 25

layXud& lh% izos’k ijh{kk ds fy, Lyscl 26

layXud& Mh% izek.k i= izk:i 35

layXud& bZ% ljdkj }kjk vf/klwfpr vuqlwfpr tkfr] vuqlwfpr tutkfr ,oa vU;

fiNM+k oxZ tkfr

44

layXud& ,Q% l’kL= cyksa ds okMksZ a ds fy, vkj{k.k@izkFkfedrk,a 45


Page 5 of 45

ekyoh; izos’k ijh{kk

enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj esa lapkfyr fd, tk jgs fofHkUu Lukrd] ijkLUkkrd ,oa ih,p0Mh0

dk;ZØeksa esa izos’k] fo’ofo|ky; izos’k lfefr ¼;w,lh½ dh ns[kjs[k vkSj fu;a=.k esa vk;ksftr ekyoh; izos’k ijh{kk ¼,ebZVh½ vkSj

dkmUlfyax ds ek/;e ls fd, tk,axsA izos’k izfØ;k ds lapkyu ds fy, fo’ofo|ky; izos’k lfefr] dqyifr] enu eksgu

ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj ds vuqeksnuksijkUr izos’k] lhVksa ds vkoaVu vkSj lHkh fo"k;ksa ls lacaf/kr ekeyksa ds

rkSj&rjhdksa ds ckjs esa fu.kZ; ysus gsrq iw.kZr;k l{ke izkf/kdkjh gSA

’kS{kf.kd o"kZ 2020&21 ds fy, ekyoh; izos’k ijh{kk ds ek/;e ls fo’ofo|ky; esa lapkfyr fd;s tkus okys fuEufyf[kr

ikB~;Øeksa esa izos’k fn, tk,axsA

(i) 4 o"khZ; ch0Vsd@3 o"khZ; ch0Vsd ¼ch0Vsd0 f}rh; o"kZ esa ysVjy izos’k½

(ii) 3 o"khZ; ch0ch0,0

(iii) 2 o"khZ; ,e0ch0,0

(iv) 3 o"khZ; ,e0lh0,0

(v) 2 o"khZ; ,e0Vsd0

(vi) 2 o"khZ; ,e0,llh0 HkkSfrdh

(vii) 2 o"khZ; ,e0,llh0 xf.kr (viii) 2 o"khZ; ,e0,llh0 jlk;u (ix) ih,p0Mh0 ¼fu;fer½

1. vkosnu QkeZ

enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj ds izos’k foof.Zkdk esa fn, x, fooj.k ds vuqlkj vH;FkhZ ds ikl

dsoy ^^vkWu&ykbu vkosnu eksM^^ }kjk ekyoh; izos’k ijh{kk ds fy, viuk vkosnu tek djus dk fodYi gSA

1-1 vkWuykbu vkosnu QkWeZ vkSj tek djuk

1-2-1 osclkbV ij nh xbZ foLrr izfØ;k ds vuqlkj vH;FkhZ 16 tuojh] 2020 ¼10-00 izkr%½ ls 31

ekpZ] 2020 ¼5-00 cts½ rd www.mmmut.ac.in ij ykWfxu djds baVjusV ds ek/;e ls dgha ls Hkh vkWu ykbu vkosnu QkeZ Hkj ldrs gSaA

1.2.2 vH;FkhZ dks vkWuykbu QkWeZ esa fd, x, izkfo/kkuksa ds vuqlkj vkosnu 'kqYd vkWuykbu tek djuk

gksxkA vkosnu ’kqYd vgLrkUrj.kh; gSA vH;FkhZ dks izR;sd ikB~;Øe ds fy, vyx vkosnu QkeZ

Hkjuk vko’;d gSA

1.2.3 vkWuykbu ’kqYd dk Hkqxrku MsfcV dkMZ@ØsfMV dkMZ@usV cSafdax fodYi dk mi;ksx djds vkWuykbu

eksM ds ek/;e ls fd;k tk ldrk gSA mi;ksx fd, x, ysunsu ds vk/kkj ij lcaf/kr cSad ds

fu;eksa ds vuqlkj vfrfjDr cSad 'kqYd ns; gksaxs vkSj vH;FkhZ }kjk Lo;a Hkqxrku fd;k tk,xkA

vkWuykbu ’kqYd Hkqxrku djus ds ckn gh iqf"Vdj.k i`"B mRiUu gksxkA

1-2-4 vkWuykbu Hkqxrku fooj.k

(a) vkWuykbu Hkqxrku ds fy,] vH;FkhZ }kjk Hkqxrku fd, x, ’kqYd ds fodYi ds vuqlkj cSad

dh osclkbV ij iqufuZnsZf’kr fd;k tk,xkA cSad dh osclkbV ij iqufuZnsZ’ku ds ckn fd,

x, ysunsu ds fy, fo’ofo|ky; ftEesnkj ugha gksxkA

(b) vH;FkhZ dks vius cSad ds usV&cSafdax ;wtj vkbZMh vkSj ikloMZ ds lkFk ykWfxu djuk gksxkA

MsfcV dkMZ@ØsfMV dkMZ ds ek/;e ls Hkqxrku ds ekeys esa] vH;FkhZ dks lacaf/kr cSad }kjk

vko’;drkuqlkj vius MsfcV dkMZ@ØsfMV dkMZ dk fooj.k ntZ djuk gksrk gSA

(c) vH;FkhZ dks ’kqYd jkf’k vkSj cSad ’kqYd iznf’kZr fd, tk,axs] vkSj vH;FkhZ dks Hkqxrku ls

igys dqy jkf’k dh iqf"V djuh gksxhA


Page 6 of 45

(d) ,d ckj vH;FkhZ iqf"V dj ysrk gS vkSj Hkqxrku lQy gks tkrk gS] rks vH;FkhZ dks vkWuykbu

vkosnu osclkbV ij okil Hkst fn;k tk,xkA

(e) ;fn fdlh vH;FkhZ dks dqN dfBukbZ gS ¼baVjusV dusD’ku ;k fctyh dh foQyrk ds dkj.k½

vkSj vH;FkhZ dks ;g lqfuf’pr ugha gS fd Hkqxrku lalkf/kr fd;k x;k gS ;k ugha] rks di;k

ekyoh; izos’k ijh{kk vkWu&ykbu vkosnu osclkbV ij okil ykWfxu djsa vkSj fLFkfr dh

tkap dj Hkqxrku djsaA

(f) ;fn vH;FkhZ ds cSad [kkrs@MsfcV dkMZ@ØsfMV dkMZ ls ’kqYd jkf’k dh fudklh dh xbZ gS vkSj

ekyoh; izos’k ijh{kk vkWu&ykbu vkosnu osclkbV fdlh Hkh ’kqYd Hkqxrku dks n’kkZ ugha

jgk gS] rks vH;FkhZ dks mlds lkeus vkus okyh dfBukbZ ds fy, lacaf/kr cSad ls laidZ djuk

pkfg,A blds dkj.k gksus okyh fdlh Hkh vlqfo/kk ds fy, fo’ofo|ky; ftEesnkj ugha gksxkA

,slh fdlh Hkh foQyrk ds fy, dksbZ vfrfjDr le; vuqeU; ugha gksxkA

(g) vH;FkhZ dks fu/kkZfjr Hkqxrku izfØ;k ds ckn fo’ofo|ky; ds [kkrs esa Hkqxrku vkSj bldh

jlhn dks lQyrkiwoZd Hkqxrku djus ds ckn gh LdSu fd, x, gLrk{kj] QksVksxzkQ vkfn

dks viyksM djus ds lkFk vafre vkosnu QkeZ tek djus dh vuqefr nh tk,xhA

(h) vH;FkhZ }kjk larq"V gksus vkSj Hkqxrku lQy gksus ds ckn] vH;FkhZ vius vkosnu QkeZ dks

osclkbV ij tek djus dh izfØ;k dks iwjk djus ds fy, vkxs c<+ ldrk gS vkSj vH;FkhZ

iqf"Vdj.k i`"B fizaV dj Hkfo"; ds fy;s j[ksaA

1-2-5 vkosnu QkeZ vkWu&ykbu tek djus ds mijkURk] ,d iqf"Vdj.k i"B mRiUu gksxk ftls fizaV dj ysa

vkSj Hkfo"; esa mi;ksx ds fy, lajf{kr j[ksaA D;ksafd gLrk{kfjr iqf"Vdj.k i`"V dkmUlfyax ds le;

izLrqr djus ds fy, dgk tk ldrk gSA di;k /;ku nsa fd vkidks bl iqf"V i`"B dks e0eks0ek0izkS0fo0

xksj[kiqj Hkstus dh vko’;drk ugha gSA

2. vkWuykbu vkosnu QkeZ Hkjus ds fy, funsZ’k

vkWu&ykbu vkosnu QkWeZ Hkjus ds fy, fuEufyf[kr pj.kksa dh vko’;drk gksrh gS%

pj.k&1 izksQkby iathdj.k

izksQkby iathdj.k djus ds fy, di;k lkekU; tkudkjh fuEuor gSA izksQkby iathdj.k ds fy,] vkids ikl

,d oS/k bZesy&vkbZMh gksuk pkfg,A vxj] vkids ikl leku vkbZMh ugha gS] di;k izksQkby iathdj.k ds fy,

vkxs c<+us ls igys ,d bZesy&vkbZMh cuk,aA izksQkby iathdj.k ds nkSjku] vkidks 8 ls 10 o.kksZa dk ikloMZ

lsV djuk gksxkA dksbZ Hkh nks vkWuykbu vkosnu QkWeZ ,d gh bZesy&vkbZMh ls ugha Hkjs tk ldrs gSa blfy,]

;fn dksbZ mEehnokj nks ;k vf/kd ikB~;Øeksa ds fy, vkosnu djus dk bPNqd gS] rks mls nks ;k nks ls vf/kd

bZesy&vkbZMh dh Hkh vko’;drk gksxh rkfd izR;sd ikB~;Øe ds fy, ,d vf}rh; bZesy&vkbZMh ds lkFk ,d

vyx vkWuykbu vkosnu QkeZ Hkjk tk ldsA vkosnu QkeZ ds {ks=ksa dk fooj.k vuqHkkx&ch esa fn;k x;k gSA

vkWu&ykbu QkWeZ esa vko’;d tkudkjh ntZ djus ds ckn] lcfeV cVu ij fDyd djsaA ckn esa LØhu ij izos’k QkWeZ la[;k vkSj ykWfxu vkbZMh fn[ksxk ¼tks okLro esa og bZesy gS ftls vkius izksQkby iathdj.k ds

nkSjku ntZ fd;k gS½A ;g tkudkjh vkids iathd`r bZesy&vkbZMh ij Hkh Hkstk tkrk gSA

di;k izos’k i= la0 /;ku ls uksV dj ysa tSlk fd vkidks vius vkosnu QkeZ ls lacaf/kr Hkfo"; ds lHkh

i=kpkj@iz’Ukksa esa vfuok;Z :Ik ls mYys[k djuk gksxkA

pj.k&2 vH;FkhZ ykWfxu djsa

vkosnu QkeZ Hkjus ds fy, fQj ls viuh ykWfxu vkbZMh vkSj ikloMZ dk mi;ksx djsa vkSj pj.k&3

ds fy, vkxs c<+saA

pj.k&3% iathdj.k QkWeZ Hkjsa

iathdj.k QkWeZ esa vko’;d tkudkjh ntZ djus ds ckn] vius vkWu&ykbu vkosnu dks laikfnr

djus@lgh djus ds fy, U;w@,fMV izksQkby ds fodYi dk mi;ksx djsa ¼;fn vko’;d gks½ vU;Fkk


Page 7 of 45

lcfeV cVu ij fDyd djsaA Hkqxrku izi= ckn dh LØhu ij iznf’kZr gksxk vkSj ’kqYd tek djus ds

fy, Hkqxrku cVu ij fDyd djsaA

egRoiw.kZ% vH;FkhZ dks ;g lqfuf’pr djuk gksxk fd vkWuykbu vkosnu QkeZ tek djus ds mijkUr ;k ckn

ds pj.k esa vkosnu QkeZ esa dksbZ cnyko dh vuqefr ugha gSA fo’ks"k ifjfLFkfr;ksa esa] ;fn os ckn ds pj.k esa

fdlh Hkh la’kks/ku@lq/kkj dk vuqjks/k djrs gSa rks mUgsa izfr vkosnu : 500@& dk ’kqYd nsuk gksxkA : 500@&

dk Hkqxrku Madan Mohan Malaviya University of Technology, Gorakhpur Payable at Gorakhpur ds i{k esa Mh0Mh0 ds :i esa fd;k tk ldrk gSA izek.k ds lkFk la’kks/ku@lq/kkj ds fy, vuqjks/k

dsoy 15 vizSy] 2020 rd Lohdkj fd;k tk,xkA ijh{kk ifj.kke bl MsVk ds vk/kkj ij rS;kj fd;k tk,xk

vkSj ijh{kk@dkmUlfyax ds nkSjku ckn esa fdlh Hkh cnyko dh vuqefr ugha gSA gkykafd] mEehnokj ijh{kk

dsanz esa vkosnu QkeZ ds fdlh Hkh {ks=@{ks=ksa esa fdlh Hkh lq/kkj@l’kkas/ku ds fy, ekyoh; izos’k

ijh{kk&2020 izos’k ijh{kk ds le; fyf[kr vuqjks/k izLrqr dj #i;s 1000@&ds lq/kkj 'kqYd dk

Hkqxrku ¼Madan Mohan Malaviya University of Technology, Gorakhpur Payable at Gorakhpur½ ds i{k esa fMekaM MªkQ~V ds :Ik esa dj ldrs gSaA ifj.kke bl MsVk ds vk/kkj ij

rS;kj fd;k tk,xk vkSj dkmUlfyax ds nkSjku ckn ds pj.k esa fdlh Hkh cnyko dh vuqefr ugha gSA

pj.k&4 ;k vkWuykbu Hkqxrku ds fy, vkxs c<+us ls igys dì;k fuEufyf[kr rS;kj j[ksa%

(i). vkidh uohure QksVksxzkQ dh bysDVªkfud izfr (3.5cm x 4.5cm) tsihth izk#i esa tks rhu eghus iqjkuk u gks ¼15 dsch ls de lkbt½

(ii). tsihth izk:Ik esa LdSu fd;k x;k gLrk{kj (3.5cm x 1.5cm)¼15dsch ls de lkbt dk½

Pkj.k&4 Hkqxrku dk lR;kiu

vius ykWfxu [kkrs esa izos’k djus ds fy, vH;FkhZ ykWfxu VSc dk mi;ksx djsa vkSj lR;kiu Hkqxrku

cVu ij fDyd djsaA ;fn vkidk Hkqxrku lQyrkiwoZd lR;kfir gks tkrk gS] rks vkidks viuh gky

dh QksVks vkSj LdSu fd, x, gLrk{kj dh bysDVªkfud izfr viyksM djuk gksxkA gky gh dh QksVks

vkSj LdSu fd, x, gLrk{kj viyksM djus ds ckn] vH;FkhZ dks lykg nh tkrh gS fd og viyksM

fd, x, gLrk{kj vkSj QksVksxzkQ dk iwokZoyksdu viuh ’kq)rk ds fy, ns[ksaA ,d ckj larq"V gksus ds

ckn] vH;FkhZ vkosnu QkeZ vkSj Hkqxrku jlhn ds vafre iqf"Vdj.k i`"B dks mRiUu djus ds fy,

lcfeV cVu nck ldrs gSaA bl iqf"Vdj.k i`"B dk fizaV ysa vkSj Hkfo"; ds fy;s lajf{kr j[ksaA di;k

Hkfo"; esa mi;ksx ds fy, vkWu ykbu vkosnu QkeZ ij viyksM dh xbZ QksVks dh 6 vfrfjDr izfr;ka

j[ksaA

2-3 vkWu&vkosnu QkWeZ dk izk:i

(i). izos’k ikB~;Øe pquus ds fy,

viuk ikB~;dze pqusa

(ii). vH;FkhZ dk uke

vius gkbZ Ldwy ;k led{k ijh{kk izek.k i= esa ntZ uke fy[ksa] uke ds fdlh Hkh nks fgLlksa ds

chp ,d LFkku [kkyh NksM+ nsaA vius uke ds lkFk milxZ dk mi;ksx u djsa tSls fd

Jh@Jh@dqek0@lqJh vkfn A

(iii). firk dk uke

vius gkbZ Ldwy ;k led{k ijh{kk izke.k i= esa ntZ iw.kZ uke ¼fos’ks"k o.kZ@laf{kr vuqefr ugha½

fy[ksaA uke ds fdlh Hkh nks fgLlksa ds chp ,d [kkyh txg NksM+ nsaA firk ds uke ds lkFk milxZ

tSls Jh@MkW@Lo- vkfn dk iz;ksx u djsaA

(iv). ekrk dk uke

vius gkbZ Ldwy ;k led{k ijh{kk izek.k i= esa ntZ iw.kZ uke fy[ksaA uke ds fdlh Hkh nks fgLlksa

ds chp ,d [kkyh txg NksM+ nsaA ekrk ds uke ds lkFk milxZ tSls Jherh vkfn dk iz;ksx u

djsaA


Page 8 of 45

(v). tUe frfFk

viuh tUrfrfFk Bhd oSls gh fy[ksa tSls fd vkids gkbZLdwy ;k led{k ijh{kk izek.k i= esa ntZ

gSA

(vi). fyax

fyax dk p;u djsaA

(vii). oxZ

UPGE/UPSC/UPST/UPBC/ UPGD/ GDSC/GDST/GDBC/GDDA/UPEW/GDEW/OSGE ls

Js.kh dk p;u djsaA

(viii). miJs.kh

UPFF/UPAF/UPHC ls mi&Js.kh dk p;u djsaA lHkh efgyk mEehnokj UPGL ds fy, ik= gksaxh vkSj UPFF/UPAF/UPHC esa ls ,d vkSj mi Js.kh ds fy, p;u dj ldrh gSaA

(ix). /keZ

MªkWi&Mkmu lwph ls /keZ dk p;u djsaA

(x). fodykax@fodykaxksa dk izdkj

UPHC Js.kh ds fy, p;u djus okys vH;fFkZ;ksa dks Vkbi&I@ Vkbi&AA@ Vkbi&AAA esa ls p;u djuk gksxkA

(xi). xzkeh.k osVst YkkHk

xzkeh.k osVst dk p;u gk¡ ;k uk es djsaA

(xii). jk"Vªh;rk

MªkWi&Mkmu lwph ls jk"Vªh;rk dk p;u djsaA

(xiii). ekr` Hkk"kk

MªkWi&Mkmu lwph ls ekr` Hkk"kk dk p;u djsaA

(xiv). Ik=kpkj irk] ’kgj] jkT;] fiu dksM

’kgj] jkT; vkSj fiu dksM ds lkFk viuk i=kpkj irk vyx&vyx ykbuksa esa HkjsaA

(xv). eksckby uacj

,d oS/k nl vadksa dk eksckby uacj fy[ksa] rkfd vko’;drk iM+us ij vkils laidZZ fd;k tk ldsA

(xvi). vk/kkj la[;k

vH;FkhZ ds oS/k ckjg vadksa dh vk/kkj la[;k HkjsaA

(xvii). Ekkrk&firk dh vk;

vk; LySc ¼lHkh L=ksrksa ls dqy vk;½ dk p;u Mªki&Mkmu lwph ls djsaA

3. ijh{kk ek/;e] i)fr ,oa ewY;kadu

ch0Vsd0&izFke o"kZ@ch0Vsd0&f}rh; o"kZ ysVjy bUVªh ¼fMIyksek½@chch, dks NksM+dj lHkh ikB~;Øeksa ds fy, izos’k

ijh{kk esa iz’u i= dsoy vaxzsth esa gksaxsA gkyk¡fd] ch0Vsd0&izFke o"kZ@ch0Vsd0&f}rh; o"kZ ds fy, ¼ysVjy bUVªh

fMIyksek½@chch, dk iz’u i= fganh vkSj vaxzsth nksuksa esa gksxk] ysfdu fdlh Hkh lafnX/krk ds ekeys esa vaxzsth laLdj.k

dks vafre ekuk tk,xkA lHkh iz’u i= esa iz’u cgqfodYih; oLrqfu"B iz’u gksaxsA mÙkj dk ewY;kadu vks,evkj i}fr

}kjk fd;k tk,xkA vH;FkhZ }kjk vks,evkj 'khV ij beizkij ccfyax vFkok LVªsekdZ dh n’kk esa ;fn e’khu }kjk

vks,evkj 'khV ugh i<+h tk ldrh rks] fo’ofo|ky; fdlh Hkh =qfV ds fy, mÙkjnk;h ugha gksxkA

4. ijh{kk gsrq 'kgj

(i). ,e0Vsd0@,e0,llh0@ih,p0Mh0 dks NksM+dj vU; ikB~;Øeksa ds fy, ekyoh; izos’k ijh{kk ¼,e0bZ0Vh0½

ifjf’k"V&ch esa fn, x, fofHkUu ’kgjksa esa ls vH;FkhZ dks rhu fodYi nsus gksaxsA ,d ckj vkoafVr fd;k x;k

dsanz ugha cnyk tk,xkA fo’ks"k ifjfLFkfr;ksa esa] Hkqxrku ds ckn l{ke vf/kdkjh ds vuqeksnu ls dsanz ds ifjorZu

dh vuqefr nh tk ldrh gS ftlds ds fy;s #i;s 500@&dk ’kqYd vkSj vuqjks/k ds ijh{kk dh rkjh[k ls ,d

lIrkg igys izkIr fd;k tkuk pkfg, #0 500@& dk fMek.M Mªk¶V enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;]

xksj[kiqj ds i{k esa ns; gksxkA

(ii). ,e0Vsd0 ds fy, ekyoh; izos’k ijh{kk dsoy xksj[kiqj@iz;kxjkt@y[kuÅ@uks,Mk ;k xkft;kckn esa gksaxsA


Page 9 of 45

(iii). ,e0,llh0 ds fy, ekyoh; izos’k ijh{kk xksj[kiqj esa gksaxsA

(iv). fu;fer ih,p0Mh0 ds fy, ekyoh; izos’k ijh{kk dsoy enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj

esa vk;ksftr fd, tk,axsA

(v). fo’ofo|ky; dks viuh vko’;drkvksa ds vuqlkj ijh{kk ds ’kgj dks fujLr djus dk vf/kdkj gSA

5. ijh{kk dh vuqlwph

ekyoh; izos’k ijh{kk&2020 ds fy, egRoiw.kZ frfFk;ka

vkWu ykbu vkosnu QkWeZ tek djus dh le;kof/k 16 tuojh] 2020 ¼lqcg 10%00 cts½ ls

31 ekpZ 2020 ¼lka; 05%00 rd cts½

izos'k i= viyksM djus dh frfFk 30 vizSy] 2020

ekyoh; izos’k ijh{kk dh frfFk;ka

¼,e0bZ0Vh0&2020½

09 ebZ] 2020 ¼Lukrd vkSj ijkLukrd ikB~;Øeksa ds fy,½ vkSj

1 tqykbZ] 2020 ¼dsoy ih,p0Mh0 ds fy,½

ifj.kke dh ?kks"k.kk Twku] 2020 dk igyk lIrkg ¼ih,p0Mh0 dks NksM+dj½


¼ch0Vsd0@ch0Vsd0 f}rh; o"kZ ysVjy@ chch,@ ,elh,@ ,ech,@ ,eVsd@ ,e0,llh0½

ijh{kk dh frfFk;ka isij dksM fo"k; le; dqy

vof/k

09 ebZ] 2020

¼’kfuokj½

isij&1 ch0Vsd0 izFke o"kZ izos’k ijh{kk

¼HkkSfrdh] jlk;u vkSj xf.kr½

lqcg 08%00 ls lqcg 11%00 cts rd 3 ?kaVs

isij&2 ch0Vsd0 f}rh; o"kZ izos’k ijh{kk

¼ysVjy bUVªh½ izos’k ijh{kk

¼vfHk;kaf=dh esa fMIyksek gksYMj ds

fy, ,IVhV~;wV VsLV½

nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij &3 chch, ds fy, ,IVhV~;wV VsLV nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij&4 ,e0ch0,0 ds fy, ,IVhV~;wV VsLV nksigj 12%30 ls nksigj 02%00 cts rd 1-30 ?kaVs

isij &5 ,e0lh0,0 ds fy, ,IVhV~;wV VsLV nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

isij &6! ,e0Vsd0 izos’k ijh{kk nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

isij &7# ,e0,llh0 ¼HkkSfrdh] jlk;u vkSj

xf.kr½ izos’k ijh{kk@

ch0Vsd0 f}rh; o"kZ ysVjy izos’k

ijh{kk ~

nksigj 03%00 ls nksigj 05%00 cts rd 2 ?kaVs

! y[kuÅ] iz;kxjkt] xkft;kckn vkSj xksj[kiqj dsnzksa ij ghA # dsoy xksj[kiqj dsanz ijA ~ ch0,llh0 fMxzh /kkjdksa dks ch0Vsd0&f}rh; o’kZ ¼ysVjy½ esa izos”k ds fy, ¼fMIyksek /kkjdksa ds izos”k ds ckn fjDr lhVksa ds v/khu½


¼fu;fer ih,p0Mh0 ds fy,½

1tqykbZ] 2020

¼cq/kokj½

¼dsoy xksj[kiqj dsanz ij½

isij -8 ih,p0Mh0 izos”k ijh{kk lqcg 09%00 ls 11%00 cts rd 2 ?kaVs isij -8 ifj.kke ?kks’k.kk fo'ofo|ky; dh osclkbV ij jkr 8%00 cts rd

2tqykbZ]2020

¼c`gLifrokj½

izos'k ijh{kk esa p;fur ih,p0Mh0

mEehnokj dk lk{kkRdkjA izkr% 9%00 cts ls MMMUT, xksj[kiqj esa


Page 10 of 45

6. ijh{kk fooj.k

(a) izos’k ijh{kk [kaM 5 esa nh xbZ ijh{kk dh vuqlwph ds vuqlkj oLrqfu"B ¼cgqfoYdih;½ gksxhA vH;FkhZ dks ekyoh;

izos’k ijh{kk esa mifLFkr gksus ds fy, mi;qDr ijh{kk@ijh{kkvksa dk p;u djuk gksxk] tSlk fd mudh ik=rk ds

v/khu gS] vkSj ikB~;Øe@ikB~;Øeksa ftlesa izos’k gsrq vuqjks/k fd;k tk jgk gSA

(b) Ldksfjax vkSj _.kkRed ewY;kadu

(i). izR;sd oLrqfu"B iz’u lgh mÙkj ds fy, pkj vad fn;k tk,xkA

(ii). izR;sd oLrqfu"B iz’u dk ,d lgh mÙkj gksxkA mÙkj dks rHkh lgh ekuk tk,xk tc mÙkj esa mi;qDr

fodYi dk pquko fd;k x;k gksA

(iii). izR;sd xyr mÙkj ds fy, ekbul ou ¼1½ ekdZ gksxkA ,d vH;FkhZ }kjk fn, x, xyr mÙkjksa dk fjdkMZ

vyx ls j[kk tk,xkA vuqÙkfjr iz’uksa ds fy, ’kwU; vad iznku fd, tk,axsA

(iv). lacaf/kr iz’u la[;k ds lkis{k fo’ks"k :Ik ls fMt+kbu fd, x, vks,evkj mÙkj i= ij lHkh oLrqfu"B

iz’uksa dk mÙkj fn;k tkuk vko’;d gSA

(v). mÙkj dsoy ckWy ikWbaV isu ¼dkys@uhys½ dk mi;ksx djds fpfUgr fd, tkus gSaA ewY;kadu ds mís’; ds

fy,] vks,evkj mÙkj iqfLrdk esa mEehnokj }kjk Hkjs x, fooj.k dk vafre :Ik lekU; gksxkA

(vi). ekyoh; izos’k ijh{kk esa isij 1 ds vfrfjDr vU; fdlh isij esa ’kwU; ;k mlls de vad ykus okys

vH;FkhZ dks esfjV lwph esa lfEefyr ugha fd;k tk,xk vkSj mUgsa izos’k ijh{kk gsrq vgZ ekuk tk,xkA

(vii). ekyoh; izos’k ijh{kk esa isij&1 ds fdlh Hkh [k.M esa tSls [k.M A ¼xf.kr½] [k.M B ¼HkkSfrdh½ ,oa [k.M C ¼jlk;u½ esa 'kwU; ;k 'kwU; ls de vad ikus okys vH;fFkZ;ksa dks esfjV lwph esa lEefyr ugha fd;k

tk,xk vkSj mUgsa izos’k gsrq vgZ ugha ekuk tk,xkA

(c) ikB~;Øe ekyoh; izos’k ijh{kk ds fy, izR;sd iz’u i= dk ikB~;Øe ifjf’k"V&lh esa fn;k x;k gSA

7. izos’k i=

7.1 izos’k i= fo’ofo|ky; dh osclkbV www.mmmut.ac.in ls MkmuyksM fd;k tk,xkA gkykafd] ijh{kk gkWy esa izos’k ijh{kk ds le; vH;FkhZ dks ewy izos’k i= miyC/k djk;k tk,xkA

7.2 vH;FkhZ dh ftEesnkjh gS fd os viuh QksVks izos’k i= ij fn;s x;s mi;qDr LFkku ij fpidk,¡ vkSj gLrk{kj

djsa rFkk ijh{kk gkWy ls ckgj tkus ls igys QksVks dks d{k fujh{kd }kjk QksVks dks lR;kfir djok,¡A

ikB~;dze isij fo"k; ijh{kk vof/k iz'uksa dh izdfr

ch0Vsd0 izFke o"kZ isij&1 HkkSfrdh] jlk;u vkSj xf.kr 3 ?kaVs 150 oLrqfu"B iz’uksa esa ls xf.kr] HkkSfrdh]

jlk;u foKku fo"k; ds iz’uksa dh la[;k

Øe’k% 60] 50 vkSj 40 gksxhA lHkh iz’u

leku vad ds gksaxsA

ch0Vsd0 f}rh;

o"kZ

isij&2 bathfu;fjax esa fMIyksek /kkjdksa ds

fy, ,IVhV~;wM VsLV

1 ?kaVs 30

feuV

oLrqfu"B iz’u

chch, isij&3 chch, ds fy, ,IVhV~;wM VsLV 1 ?kaVs 30

feuV

oLrqfu"B iz’u

,ech, isij&4 ,ech, ds fy, ,IVhV~;wM ijh{kk 1 ?kaVs 30

feuV

oLrqfu"B iz’u

,elh, isij&5 ,elh, ds fy, ,IVhV~;wM ijh{kk 2 ?kaVs oLrqfu"B iz’u

,e0Vsd0 isij&6 ,e0Vsd0 izos’k ijh{kk 2 ?kaVs oLrqfu"B iz’u

,e0,llh0 isij&7 ,e0,llh0 izos’k ijh{kk 2 ?kaVs oLrqfu"B iz’u

ih,p0Mh0 isij&8 ih,p0Mh0 izos’k ijh{kk 2 ?kaVs oLrqfu"B iz’u


Page 11 of 45

7.3 ;fn dksbZ Hkh vH;FkhZ viuk izos’k i= MkmuyksM djus esa vleFkZ gS] rks mls gsYiykbu uEcj ij laidZ

djuk pkfg, ;k 3 ebZ] 2020 rd osclkbV ij miyC/k bZ&esy ij esy Hkstuk pkfg,A

7.4 ;g nyhy fd vH;FkhZ izos’k ijh{kk esa mifLFkr gksus ds fy, lwpuk izkIr djus esa foQy jgs] mUgsa ’kqYd

okilh ;k fdlh vU; fuokj.k ds fy, ,d vk/kkj ds :Ik esa Lohdkj ugha fd;k tk,xkA fo’ofo|ky; ,sls

mEehnokjksa dks oafpr djus dk vf/kdkj lqjf{kr j[krk g]S tks ,e0bZ0Vh0 izos’k ijh{kk esa lEefyr gksus ds

;ksX; uk gks vFkok ,slh fdlh xfrfof/k esa lafyIr gks tks izos’k izfØ;k dks ckf/kr djrh gksA

7.5 pw¡fd lQy vH;FkhZ dks dkmUlfyax ds nkSjku izek.ki= lR;kiu ds le; ewy izos’k i= ¼izos’k ijh{kk ds le;

ijh{kk gkWy esa izkIr½ dk fn[kkuk vko’;d gS] blfy,] izos’k izfØ;k iwjh gksus rd izos’k i= dks lko/kkuhiwoZd

lajf{kr j[ksaA

7.6 ,d ckj vkoafVr fd;k x;k ijh{kk dsanz ifjofrZr ugha fd;k tk;sxk tk,xkA fo’ks"k ifjfLFkfr;ksa esa] 500@&

#i;s ds ’kqYd dk Hkqxrku djus ds ckn l{ke vf/kdkjh ds vuqeksnuksijkUr ijh{kk dsanz ifjorZu dh vuqefr

nh tk ldrh gSA ijh{kk dsUnz ifjorZu dk 'kqYd enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj ds

i{k esa #0 500@& ds fMek.M MªkQ~V ds :i esa Hkqxrku ij] ijh{kk frfFk ls ,d lIrkg iwoZ vuqjks/k fd;k

tkuk pkfg,A

8. ewY;kadu vkSj ifj.kke dh ?kks"k.kk

8.1 ekyoh; izos’k ijh{kk ds ifj.kke mÙkj dqath ds lkFk twu] 2020 ds igys lIrkg esa ?kksf"kr fd, tk,axsA 8.2 ;fn nks ;k nks ls vf/kd vH;kFkhZ leku vad izkIr djrs gSa] rks ,sls vH;fFkZ;ksa dh esfjV dk fu/kkZj.k fuEUk

izfØ;k vuqlkj fd;k tk,xkA

(a) loZizFke] fn, x, xyr mÙkjksa dh la[;k ls xyr mÙkjksa dh de la[;k nsus okys vH;FkhZ dks mPp esfjV

esa j[kk tk,xkA

(b) fcUnq (a) ds vk/kkj ij esfjV fu/kkZj.k uk gks ikus fd fLFkfr esa%

ch0Vsd0 izFke o"kZ ds fy,% isij&1 esas Øe’k% xf.kr] HkkSfrdh ,oa jlk;u esa izkIr vadksa ds vk/kkj ij

rnksijkUr vk;q ds vk/kkj ij gksxkA ch0Vsd0 izFke o"kZ ds vfrfjDr vU; lHkh ikB~;Øeksa esa esfjV

fu/kkZj.k vk;q ds vk/kkj ij% vf/kd vk;q okys vH;FkhZ dks ofj;rk nh tk,xh rnksijkUr vH;fFkZ;ksa ds

uke esa vaxzsth o.kZekyk ds Øe esaA

9. izos’k gsrq dkmUlfyax

enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj esa vkjf{kr Js.kh ds gksus ij Hkh] fofHkUu jkm.M dh dkmaLkfyax

vkSj LikWV dkmUlfyax ekyoh; izos’k ijh{kk ds vgZ mEehnokjksa dh ;ksX;rk ds Øe esa vk;ksftr fd, tk,axsA mudh vkjf{kr

Js.kh jSad dk ykHk mudh ;ksX;rk ds vk/kkj ij lhVksa ds vkoaVu ds le; iznku fd;k tk,xkA enu eksgu ekyoh;

izkS|ksfxdh fo’ofo|ky; }kjk pyk;s tk jgs fofHkUu dk;ZØeksa esa miyC/k lHkh lhVksa ij izos’k ch0Vsd0&izFke o"kZ dks NksM+dj

ekyoh; izos’k ijh{kk&2020 dh ;ksX;rk jSad ds vuqlkj fd;k tk,xkA ch0Vsd0&izFke o"kZ ikB~Øe esa dqy {kerk dh 90

izfr’kr lhVsa ekyoh; izos’k ijh{kk&2020 esa mEehnokjksa }kjk izkIr ;ksX;rk jSad ds vk/kkj ij Hkjh tk,axhA ch0Vsd0&izFke

o"kZ ds ikB~;Øe esa 20 izfr’kr lhVksa ¼dqy lhVksa dk 10 izfr’kr vkSj dqy lhVksa dh 10 izfr’kr vf/kla[; lhVsa½ ij izos’k

ts0bZ0bZ0 ¼esUl½&2020 ds fuEufyf[kr ;ksX; mEehnokjksa ls fd;k tk,xk%

(i) ch0Vsd0 izFke o"kZ esa dqy lhVksa dh 10 izfr’kr lhVksa ds lkis{k izos’k% ftu mEehnokjksa us mRrj izns’k ls tsbZ esUl 2020 izos’k ijh{kk nh gS ftuds ekrk&firk mRrj izns’k ds ewy fuoklh gSaA

(ii) ch0Vsd0 izFke o"kZ dh dqy 10 izfr’kr vf/kla[; lhVksa ds lkis{k izos’k% mÙkj izns’k ds vykok fdlh vU; Hkkjrh;

jkT; ls tsbZbZ ¼esUl½&2020 ijh{kk esa cSBus okys mEehnokjA

dkmUlfyax vuqlwph@izfd;k vkSj ijke'kZ ’kqYd@lqj{kk tek jkf’k fooj.k vkSj ’kqYd okilh uhfr dks fo’ofo|ky; dh

osclkbV ij vyx ls vf/klwfpr fd;k tk,xkA ekyoh; izos’k ijh{kk ifj.kke ?kksf"kr gksus ds ckn ik= mEehnokjksa dks

fu;fer :Ik ls osclkbV ns[kuk gksxkA enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] xksj[kiqj esa dkmUlfyax ds ek/;e

ls lhV dk vkcaVu ekyoh; izos’k ijh{kk esa mEehnokj dh ;ksX;rk] lhVksa ds fy, mEehnokj ds izkFkfedrk Øe vkSj


Page 12 of 45

lacaf/kr Js.kh esa fjDr lhV dh miyC/krk ds vuqlkj ikjn’khZ rjhds ls ,oa dM+kbZ ls fd;k tk,xkA dkmUlfyax dh frfFk

rd fo’ofo|ky; ds lHkh uohure funsZ’k ykxw gksaxsA

10. fofHkUu ikB~~;Øeksa ess sss ssa izos’k {kerk Ø0la0

ikB~;dze#& ’kk[kk izFke o"kZ esa izos’k {kerk*

1. ch0Vsd0 flfoy bathfu;fjax (CE) 150

2. ch0Vsd0 bysfDVªdy bathfu;fjax (EE) 150

3. ch0Vsd0 eSdsfudy bathfu;fjax (ME) 150

4. ch0Vsd0 bysDVªkWfuDl vkSj lapkj bathfu;fjax (EC) 150

5. ch0Vsd0 daI;wVj foKku vkSj bathfu;fjax (CS) 150

6. ch0Vsd0 dsfedy bathfu;fjax (CH) 75

7. ch0Vsd0 lwpuk izkS|ksfxdh (IT) 75

8. O;olk; izca/ku esa Lukrd (BBA) 60

9. daI;wVj vuqiz;ksxksa ds ekLVj (MCA) 75

10. O;olk; izca/ku esa LukrdksÙkj (MBA) 75

11. ,e0Vsd0 fgy ,fj;k MsoyiesaV bathfu;fjax 18* 12. ,e0Vsd0 i;kZoj.k bathfu;fjax 18* 13. ,e0Vsd0 Hkwdaih; fMtkbu vkSj Hkwdai bathfu;fjax 18* 14. ,e0Vsd0 lajpukRed vfHk;kaf=d 18* 15. ,e0Vsd0 ikoj bysDVªkWfuDl vkSj Mªkbo 18* 16. ,e0Vsd0 fua;a=.k vkSj baLVªwesaVs’ku 18* 17. ,e0Vsd0 ÅtkZ izkS|ksfxdh vkSj izca/ku 18* 18. ,e0Vsd0 daI;wVj ,dhdr mRiknu 18* 19. ,e0Vsd0 fMftVy flLVe 18* 20. ,e0Vsd0 lapkj bathfu;fjax 18* 21. ,e0Vsd0 daI;wVj foKku vkSj bathfu;fjax 18* 22. ,e0Vsd0 lwpuk izkS|ksfxdh 18* 23. ,e0,llh0 HkkSfrd 30

24. ,e0,llh0 xf.kr 30

25. ,e0,llh0 jlk;u 30

26. Ikh,p0Mh0 flfoy bathfu;fjax esa 2**

27. Ikh,p0Mh0 daI;wVj foKku vkSj bathfu;fjax esa 2**

28. Ikh,p0Mh0 lwpuk izkS|ksfxdh esa 2**

29. Ikh,p0Mh0 bysDVªhdy bathfu;fjax esa 3**

30. Ikh,p0Mh0 bysDVªkfuDl vkSj lapkj bathfu;fjax esa 2**

31. Ikh,p0Mh0 esdsfudy bathfu;fjax esa 3**

32. Ikh,p0Mh0 dsfedy bathfu;fjax eas 1**

33. Ikh,p0Mh0 ,IykbM HkkSfrdh esa 2**

34. Ikh,p0Mh0 ,IykbM jklk;u esa 2**

35. Ikh,p0Mh0 ,IykbM xf.kr esa 1**

36. Ikh,p0Mh0 vFkZ’kkL= esa &

37. Ikh,p0Mh0 vaxzsth esa &

* mijksDr ,e0Vsd0 esa ls izR;sd fo”ks’kKrk esa nks vfrfjDr lhVsa ¼vuqeU; 18 ds vfrfjDr½

ch0Vsd0 izFke o"kZ gsrq Lohd`r izos’k ijh{kk ds 20 izfr’kr lhVksa ij ch0Vsd0&f}rh; ds fy, izos’k ¼ysVjy bUVªh½ esa izos’k

fn;k tk;sxkA


Page 13 of 45

izos’k ds le; lhVksa dh la[;k c<kbZ+@?kVkbZ tk ldrh gSA #dkmUlfyax izfØ;k ’kq: gksus dh rkjh[k rd ikB~;Øe c<+@?kV ldrs gSaA

**fo’ofo|ky; }kjk fjlpZ de Vhfpax Qsyksf’ki lapkfyr fd;k tkrk gS] ftlesa Nk= dks ,d fuf’pr Qsyksf’ki dk Hkqxrku fd;k tk,xk vkSj fu/kkZfjr f’k{k.k dk;Z fy;k tk,xkA ih,pMh esa okLrfod izos’k mEehnokj dh fo’ks"kKrk vkSj lacaf/kr foHkkx

esa lqijokbtj dh miyC/krk ds vuqlkj dkmUlfyax ds le; r; fd;k tk,xkA fo’ofo|ky; lqijokbtj@foHkkx ds laca/k esa

mEehnokj dh mi;qDrk ds vk/kkj ij fdlh Hkh mEehnokj dks Lohdkj djus ;k u djus dk vf/kdkj lqjf{kr j[krk gSA

Ø0la0 foHkkx ih,p0Mh0 ds fy, O;kid {ks=

1- flfoy vfHk;a=.k ft;ksVsfDudy vfHk;kaf=dh] i;kZoj.k vfHk;kaf=dh] ifjogu vfHk;kaf=dh]

gkbZMªksfyDl vfHk;kaf=dh vkSj Q~ywfovy gkbMªksfyDl] fjeksV lsaflaxA

2- daI;wVj foKku ,oa vfHk;a=.k

lS)kafrd daI;wVj foKku] daI;wVj usVodZ vkSj forfjr iz.kkyh] usVodZ lqj{kk]

MsVkcsl vkSj lwpuk iz.kkyh] df=e cqf)eÙkk vkSj izkdfrd Hkk"kk izlaLdj.k]

lkWQ~Vos;j bathfu;fjax] daI;wVj xzkfQDl] daI;wVj fotu vkSj best le>]

daI;wVj gkMZos;j vkSj okLrqdyk] cM+k MsVk vkSj e’khu lh[kus] lsalj usVodZ]

opqZvykbts’ku vkSj DykmM daI;wfVax

3- lwpuk izkS|ksfxdh ,oa daI;wVj

vuqiz;ksx vfHk;a=.k

usVodZ lqj{kk] daI;wVj usVodZ] MsVkcsl vkSj lwpuk iz.kkyh] izkdfrd Hkk’kk

izlaLdj.k] lkWQ~Vos;j bathfu;fjax] daI;wVj n`f"V vkSj Nfo le>] cM+k MsVk

vkSj e’khu yfuZax] lsalj usVodZ] eksckby vkSj lsalj usVOkdZ] eksckby vkSj

DykmM daI;wfVaxA

4- fo|qr vfHk;a=.k fon~;qr eki vkSj midj.k] fu;a=.k iz.kkyh] fon~;qr ÅtkZ iz.kkyh] fctyh

bysDVªkfuDl] fon~;qr e’khu vkSj Mªkbo] uohdj.kh; ÅtkZ iz.kkyhA

5- fo|qrd.k ,oa lapkj vfHk;a=.k

ekbØksbysDVªkWfuDl@ oh,y,lvkbZ@ekbØks&fLVªi ,aVhuk vkSj fQYVj fMtkbu]

vkWxsZfuDl] lkWfyM LVsV fMkokblsl ,aM lfdZV] vkWIVksbysDVªkWfuDl vkSj

QksVksfuDl] ok;jysl dE;qfuds’ku] uSuksbysDVªkWfud] vkWfIVdy dE;wfuds’ku vkSj

lh,evks,e fMokblsl ls ijsA

6- ;kaf=d vfHk;kaf=dh fMtkbu] fofuekZ.k] daiksftV] dEI;qVs’kuy ;kaf=dh] mRiknu] lajpuk vkSj FkeZy

vfHk;kaf=dhA

7- jlk;fud vfHk;kaf=dh

izfØ;k xgurk] mUur vkWDlhdj.k izfØ;k] uSuks&d.k la’ys"k.k vkSj vuqiz;ksx]

ubZ vkSj uohdj.kh; ÅtkZ] ekbØksfc;y bZa/ku lsy] xqfgdk;u vfHk;kaf=dh]

ÅtkZ vkSj i;kZoj.k] tSo jklk;fud vfHk;kaf=dh] ty dhVk.kq’kks/ku] fVdkÅ

QhMLVkWd ls bZa/kuA

8-

HkkSfrdh ,oa lkexzh foKku la?kfur inkFkZ HkkSfrdh ¼fl)kar vkSj izk;ksfxd½] vukdkj v/kZpkyd] iryh

fQYesa fodkl vkSj y{k.k o.kZu] vkWIVksbysDVªkfuDl] uSuksehVjA

jlk;u ,oa i;kZoj.k foKku

dkcZu izdk’k&vk/kkfjr QksVksdSVfyLV ds fMtkbu vkSj la"ys’k.k&co2 dks

izkdfrd izdk’k la"ys’k.k ij mi;ksxh :iksa esa ifjofrZr djus ds fy, dkcZu

MkbvkWDlkbM dh mifLFkfr vkSj vuqifLFkfr esa lh&,p lfØ;.k vkSj

lYQksfDlMs’ku ds fy, rdZlaxr fMtkbu vkSj 3 Mh vkSj 2 Mh QksVksdSVfyLV

dk la"ys’k.kA

xf.kr ,oa oSKkfud dEI;wfVax lapkyu vuqla/kku] bUosaVªh fu;a=.k] fcxM+us@izfrLFkkiu ;ksX;@[kjkc gksus okyh

oLrqvksa ds fy, bUosaVªh ekWMy( vuqdwyuA

ekufodh

,oa izca/ku

foKku

vaxzst+h

lkfgR;( lkfgfR;d fl)kar% ikjaifjd] vk/kqfud vkSj vk/kqfud

iksLV( Hkk"kkfoKku] vuqokn v/;;u( lkfgfR;d vuqla/kku ds rjhds( bZ,yVh

vkSj ,l,yVh% f}Hkk"kh fof/k vkSj nwljh Hkk"kk( bZ,yVh] fo’o lkfgR; vkSj

rqyukRed v/;;u] “’khry dkS’ky vkSj lapkj v/;;u esa

vkbZlhVh( fdusflDl( fQYe v/;;u vkSj ikB LØhu varj&pj.kA

vFkZ’kkL= fodkl vFkZ’kkL=] Je vFkZ’kkL=] izca/kdh; vFkZ’kkL=] vkS|ksfxd laxBuA


Page 14 of 45

10.1 ch0Vsd0 f}rh; o"kZ& ysVjy esa izos’k djus ds fy, ¼fMIyksek gksYMlZ vkSj ch0,llh0 xzstq,V~l ds fy,½

(i) ;ksX; vH;FkhZ ¼11-1 ns[ksa½ ch0Vsd0 f}rh; o"kZ esa lh/ks izos’k ds fy, vku&ykbu vkosnu QkeZ Hkj dj

izos’k ijh{kk esa lfEefyr gks ldrs gS ftlds vk/kkj ij dkmUlfyax fd;k tk,xkA ¼bathfu;fjax fMIyksek

/kkjdksa vkSj ch0,llh0 nksuksa ds fy, Lukrd½] dkmUlfyax ds ckn izos’k ijh{kk ds fufnZ"V isij esa mifLFkr

gksus ds fy, vkWuykbu vkosnu QkeZ tek djuk vko’;d gSA

(ii) ,slh lhVsa vyx&vyx ch0Vsd0 ikB~;Øe esa Lohd`r izos’k {kerk ds vf/kdre 20 izfr’kr rd lhfer gSaA

tks fd vf/kla[;d gSaA

(iii) blds vfrfjDr] ch0,llh0 Js.kh ds vH;fFkZ;ksa dks fMIyksek Js.kh ds vH;fFkZ;ksa }kjk izos’k ysus ds mijkUr

fjDr lhVksa ij gh izos’k fn;k tk,xkA

10.2 izFke o"kZ esa vyx&vyx dksVkA

(i) fo’ofo|ky; ds fofHkUu ikB~;Øeksa esa lHkh izos’k ekyoh; izos’k ijh{kk vkSj tsbZbZ ¼esUl½&2020 ds }kjk

[k.M 10-3 ds rgr Hkjh xbZ lhVksa dks ?kVk djds fd;k tk,xkA

(ii) ch0Vsd0 izFke o"kZ esa dqy izos’k {kerk dh 90 izfr’kr lhVksa ij izos’k ekyoh; izos’k ijh{kk 2020 ds rgr

fd;k tk,xk] ’ks"k 10 izfr’kr lhVksa ij izos’k tsbzZbZ ¼esUl½ ijh{kk&2020 ds mu vfHk;fFkZ;ksa dh esfjV ds

vk/kkj ij fd;k tk,xk] ftUgksus DokfyQkbax ijh{kk m0iz0ls mÙkh.kZ dh gS ;k muds ekrk&firk mRrj izns’k

ds ewy fuoklh gSaA

(iii) ch0Vsd0 izFke o"kZ esa dqy izos’k {kerk dh 10 izfr’kr vf/kla[; lhVksa ij izos’k tsbZbZ ¼esUl½ ijh{kk&2020

ds mu vH;fFkZ;ksa dh esfjV ij fd;k tk,xk tks mÙkj izns’k ds vykok fdlh vU; Hkkjrh; jkT; ls tsbZbZ

¼esUl½ ijh{kk&2020 esa lEefyr gq, gksaA

(iv) chch,@,ech,@,elh,@,e,llh esa lhVsa ekyoh; izos’k ijh{kk ds ek/;e ls mu vH;fFkZ;ksa ls Hkjh tk,axh]

ftUgksaus m0iz0esa fLFkr fdlh Hkh laLFkku ls DokfyQkbax ijh{kk mÙkh.kZ dh gks ;k ftuds ekrk&firk m0iz0

ds ewy fuoklh gSaA rFkk izos’k foof.Zkdk esa nh xbZ ik=rk “’krksZa dks iw.kZ djrs gksaA ;fn vH;FkhZ us mRrj

izns’k ds ckgj ls DokfyQkbax ijh{kk mÙkh.kZ dh gS] rks mls nLrkost lR;kiu ds le; vius ekrk&firk ds

m0iz0 ds ewy fuoklh gksus dk izek.k i= fn[kkuk gksxkA mRrj izns’k ds ckgj ds ewyfuokl j[kus okys

vH;fFkZ;ksa dks izos’k lhVsa [kkyh gkus ij gh fopkj fd;k tk,xkA

(v) ,e0Vsd0 esa lhfer lhVksa ij izos’k ds fy, U;wure nks o"kksZa ds dk;Z vuqHko okys fdlh Hkh m|ksx@laxBuksa

ds izk;ksftr vH;FkhZ ij fopkj fd;k tk ldrk gSA

(vi) xsV DokfyQkbM vH;fFkZ;ksa tks [k.M 11-2 esa nh x;h ik=rk 'krksZ a dks iwjk djrs gks] mudks ,e0Vsd0 izos’k

esa lcls igys ojh;rk nh tk,xhA bu vH;fFkZ;ksa dks ,ebZVh&2020 izos’k ijh{kk esa lEefyr gksuk vko’;d

ugha gSA ekyoh; izos’k ijh{kk esa lQy vH;fFkZ;ksa dks xsV DokyhQkbM vH;fFkZ;ksa }kjk izos’k ysus ds mijkUr

fjDr lhVksa ij gh izos’k fn;k tk,xkA

(vii) fofHkUu ikB~;Øeksa esa izos’k] rduhdh f’k{kk foHkkx mRrj izns’k jkT; ljdkj }kjk fu/kkZfjr vkj{k.k uhfr ls

fd;k tk,xkA

10.3 vizoklh Hkkjrh; ¼,u vkj vkbZ½ ds fy, ch0Vsd0 izFke o"kZ esa izos’kA

vizoklh Hkkjrh; ¼,u vkj vkbZ½ vH;FkhZ] ftuds ikl fu/kkZfjr ;ksX;rk,a gSa ¼[kaM 11-4 ns[ksa½] ch0Vsd0 izFke o"kZ

esa lh/ks izos’k ik ldrs gSaA bl dksVs ds rgr izos’k ds fy, bPNqd vH;FkhZ dks ekyoh; izos’k ijh{kk 2020 esa

mifLFkr gksus dh vko’;drk ugha gSA


Page 15 of 45

10.4 d’ehj izokfl;ksa ds fy; ch0Vsd0 izFke o"kZ esa izos’k% ch0Vsd0 izFke o"kZ esa d’ehjh izokfl;ksa dks lh/ks izos’k vf[ky Hkkjrh; rduhdh f’k{kk ifj"kn@fo’ofo|ky; vuqnku

vk;ksx@mRrj izns’k ljdkj ds uohure funsZ’kksa }kjk vf/klwfpr lhVksa ij fd;k tk,xkA vf/klwfpr lhVksa dh la[;k]

ftlds fy, izos’k ds fy, vkosnu vkeaf=r djus dh vf/klwpuk ebZ] 2020 esa fo’ofo|ky; dh osclkbV ij

izdkf’kr dh tk,xh bl dksVs ds rgr izos’k ds fy, bPNqd mEehnokjksa dks ekyoh; izos’k ijh{kk esa lEefyr gksus

dh vko’;drk ugha gSA

10.5 ch0Vsd0 izFke o"kZ esa vkfFkZd :Ik ls detksj oxZ ds es/kkoh Nk=ksa ds fy, ’kqYd NwVA

vf[ky Hkkjrh; rduhdh f’k{kk ifj"kn ,oa fo’ofo|ky; vuqnku vk;ksx dh vf/klwpuk] lacaf/kr ch0Vsd0 izFke o"kZ

esa Lohdr izos’k {kerk dh vf/kdre 5 izfr’kr lhVksa ij vkfFkZd :Ik ls detksj es/kkoh mEehnokjksa ij vfHkla[;

vH;fFkZ;ksa dks miyC/k gksa sxsA ,slh lhVksa ij izos’k fd, x, mEehnokjksa ls dksbZ f’k{k.k 'kqYd ugha fy;k tk,xk]

gkayk¡fd] ,sls mEehnokjksa dks vU; lHkh 'kqYd vkSj O;; nsus gksaxsA vkfFkZd :Ik ls detksj vH;fFkZ;ksa ¼ekrk&firk@

vfHkHkkodksa dh okf"kZd vk; lHkh L=ksrksa ls 6-00 yk[k #i;s ls de gS ;k dkmUlfyax ds le; vf[ky Hkkjrh;

rduhdh f’k{kk ifj"kn] fo’ofo|ky; vuqnku vk;ksx ,oa mRrj izns’k ljdkj }kjk fu/kkZfjr okf"kZd vk; ls de gS½

dks dkmUlfyax ds nkSjku nLrkost lR;kiu ds le; izek.k&i= la[;k 12 ¼vk; izek.k i=½ tek djuk gksxkA

11. ik=rk ekinaM

vH;fFkZ;ksa dks fu/kkZfjr ikB~;Øe ds fy, ekyoh; izos’k ijh{kk esa lfEefyr gksus ds fy, 11-1@ 11-2@ 11-3 ds

:Ik esa nh xbZ ik=rk ekunaM dks iwjk djuk gksxkA ik=rk 'krksZ a dk fooj.k uhps fn;k x;k gSA

11.1 ch0Vsd0] chch,] ,ech,] ,elh, vkSj ,e,llh esa izos’k ds fy, ik=rk ’krsZa

vH;fFkZ;ksa dks dkmUlfyax ds nkSjku nLrkost lR;kiu ds le; ik=rk ekunaM dks iwjk djus okys izek.k i=

izLrqr djuk gksxkA

(i) ch0Vsd0 izFke o"kZ vH;FkhZ dks 10$2 ijh{kk de ls de 55 izfr’kr vad ¼50 izfr’kr vuqlwfpr

tkfr@vuqlwfpr ds fy,½ rFkk de ls de vkSlr 60 izfr’kr vad ¼55 izfr’kr vuqlwfpr

tkfr@vuqlwfpr tutkfr ds fy,½ ds lkFk 10$2 xf.kr] HkkSfrdh vkSj jlk;u foKku ds lkFk mÙkh.kZ

gksuk pkfg,A

(ii) ch0Vsd0 f}rh; o"kZ ysVjy izos’k ds rgr%

(a) fMIyksek /kkjd% m0iz0 rduhdh f’k{kk cksMZ }kjk ekU;rk izkIr laLFkku ls d`f"k vfHk;kaf=dh ds

vykok] ;k izkS|ksfxdh esa 3@4 o"khZ; dh fMIyksek ijh{kk de ls de 60 izfr’kr vad ¼55 izfr’kr

vuqlwfpr tkfr@vuqlwfpr tutkfr ds fy,½ ds lkFk mÙkh.kZA

(b) ch0,llh0 Lukrd% fo’ofo|ky; vuqnku }kjk ekU;rk izkIRk Hkkjr esa fLFkr fdlh fo’ofo|ky;

ls 3@4 o"khZ; ch0,llh0 ijh{kk de ls de 60 izfr’kr vad ¼55 izfr’kr vuqlwfpr

tkfr@vuqlwfpr tutkfr oxZ ds fy,½ rFkk 10$2 xf.kr ds lkFk mÙkh.kZA

ch0,llh0 Js.kh vH;fFkZ;ksa dks fMIyksek Js.kh ds vH;fFkZ;ksa }kjk fjDr lhVksa ij gh izos’k fn;k

tk,xkA

(iii) chch, ds fy,% vH;FkhZ dks 10+$2 ijh{kk de ls de 55 izfr’kr vad ¼50 izfr’kr vuqlwfpr

tkfr@vuqlwfpr tutkfr oxZ ds fy,½ ds lkFk mÙkh.kZ gksuk pkfg, 10+$2 esa vaxzsth fo"k; gksuk vfuok;Z

gSA

(iv) ,ech,% vH;FkhZ dks fo’ofo|ky; vuqnku vk;ksx }kjk ekU;rk izkIr Hkkjr ds fdlh Hkh fo’ofo|ky;

ls U;wure rhu o"khZ; Lukrd fMxzh ds lkFk de ls de 50 izfr’kr vadksa ¼45 izfr’kr vuqlwfpr

tkfr@vuqlwfpr tutkfr oxZ ds fy,½ ds lkFk mÙkh.kZ gksuk pkfg,A


Page 16 of 45

(v) ,elh,% vH;FkhZ dks fo’ofo|ky; vuqnku vk;ksx }kjk ekU;rk izkIr Lukrd U;wure rhu o"khZ; dh 50

izfr’kr vad ¼45 izfr’kr vuqlwfpr tkfr@vuqlwfpr tutkfr oxZ ds fy,½ ds lkFk mÙkh.kZ rFkk 10+$2

esa xf.kr fo"k; vfuok;Z gSA

(vi) ,e0,llh0 HkkSfrdh% vH;FkhZ dks fo’ofo|ky; vuqnku vk;ksx }kjk ekU;rk izkIr Hkkjr ds fdlh Hkh

fo’ofo|ky; ls U;wure rhu o"kZ dh vof/k dh Lukrd fMxzh mÙkh.kZ gksuh pkfg,A vH;fFkZ;ksa dks

DokfyQkbax ijh{kk esa HkkSfrdh fo"k; dks rhu o"kksZa ds fy, vkSj xf.kr fo"k; de ls de nks o"kZ ds lkFk

U;wure 50 izfr’kr vad ¼45 izfr’kr vuqlwfpr tkfr@vuqlwfpr tutkfr oxZ ds fy,½ ds lkFk mÙkh.kZ

gksuk pkfg,A

(vii) ,e0,llh0 xf.kr% vH;FkhZ dks fo’ofo|ky; vuqnku vk;ksx }kjk ekU;rk izkIr Hkkjr esa fdlh Hkh

fo’ofo|ky; ls U;wure rhu o"kZ foKku esa Lukrd fMxzh mÙkh.kZ gksuh pkfg,A vH;FkhZ dks DokfyQkbax

ijh{kk esa U;wure 50 izfr’kr vad ds ¼45 izfr’kr vuqlwfpr tkfr@vuqlwfpr tutkfr oxZ ds fy,½

ds lkFk mÙkh.kZ rFkk xf.kr fo"k; DokfyQkbax ijh{kk ds rhuksa o"kksZa ds fy, vfuok;Z gSA

(viii) ,e0,llh0 jlk;u% vH;FkhZ dks fo’ofo|ky; vuqnku vk;ksx }kjk ekU;rk izkIr Hkkjr ds fdlh

fo’ofo|ky; ls U;wure rhu o"khZ; foKku esa Lukrd fMxzh mÙkh.kZ gksuk pkfg,A vH;FkhZ dks DokfyQkbax

ijh{kk esa U;wure 50 izfr’kr vad ¼45 izfr’kr vuqlwfpr tkfr@vuqlwfpr tutkfr oxZ ds fy,½ ds

lkFk mÙkh.kZ rFkk jlk;u foKku fo"k; DokfyQkbax ijh{kk ds rhuksa o"kZ esa gksuk pkfg,A

11.2 ,e0Vsd0 ikB~;Øe esa izos’k ds fy, ik=rk 'krsZ a

ços'k ijh{kk mu Hkkjrh; ukxfjdksa ds fy, gksxh tks DokfyQkbax ijh{kk mÙkh.kZ ;k vafre o"kZ esa gS vkSj uhps

nh xbZ ik=rk vko';drkvksa dks iwjk djrs gSaA uhps crkbZ xbZ ;ksX;rk okys xsV DokfyQkbax vH;fFkZ;ksa dks igyh

ojh;rk nh tk,xh vkSj ,e0bZ0Vh0 ;ksX; mEehnokjksa dks dsoy mu ,e0Vsd0 ds LFkku ij ços'k fn;k tk,xk

tks xsV DokfyQkbM vH;fFkZ;ksa dks izos’k nsus ds ckn [kkyh jgsaxhA ftu vH;fFkZ;ksa dk m0iz0 dk ewy fuokl

ugha gS] os dsoy lkekU; lhVksa ds lkis{k ços'k ysus ds fy, ik= gksaxsA mÙkj izns’k jkT; ljdkj }kjk funsZf’kr

vkj{k.k dsoy m0iz0 ds ewy fuoklh vH;fFkZ;ksa gsrq izos’k ds fy, ykxw gksxkA çk;ksftr Js.kh ds rgr vkosnu

djus okys vH;fFkZ;ksa ds ikl fdlh Hkh m|ksx@ laxBu esa U;wure nks o"kZ dk dk;kZuqHko gksuk pkfg, vkSj

dkmUlfyax ds le; çk;kstd laxBu@ m|ksx ls çk;kstu çek.k i= çnku djuk vko';d gSA ,sls mEehnokjksa

dk ços'k fo'ofo|ky; ds fu;eksa ds vuqlkj vf/kla[; vk/kkj ij gksxkA

lHkh xsV DokfyQkbM vH;FkhZ dks ,vkbZlhVhbZ ds ekunaMksa ds vuqlkj ekfld Nk=o`fÙk feysxhA çR;sd ,e0Vsd0

fo'ks"kKrk ds 'kh"kZ rhu ,e0bZ0Vh0 DokfyQkbM vH;FkhZ ,sls tks fdlh vU; lzksr ls dksbZ Nk=o`fÙk çkIr ugha

dj jgs gSa] #0 2000@& dh ekfld Nk=o`fÙk çkIr djsaxs tks fd fo'ofo|ky; }kjk fu/kkZfjr fu;eksa vkSj 'krksaZ

ds v/khu gksxkA

Ø0

la0

foHkkxksa fo’ks"kKrk ik=rk ;ksX;rk

1- flfoy vfHk;a=.k i;kZoj.k vfHk;kaf=dh flfoy@ i;kZoj.k@jlk;u@ LVªDpjy@df"k@ fuekZ.k

izkS|[email protected] izkS|ksfxdh vkSj izca/ku esa izFke Js.kh esa

ch0bZ0@ch0Vsd0 ;k led{k bathfu;fjax fMxzh ;k ;fn izFke

Js.kh@mikf/k vadrkfydk vFkok mikf/k esa nf’kZr ugha gS vkSj

lhthih,@lhihvkbZ dks viuk;k tkrk gS] rks 6-75 dks izFke

Js.kh@mikf/k ds cjkcj ekuk tk,xkA


Page 17 of 45

ioZrh; {ks= fodkl

vfHk;kaf=dh

flfoy@ i;kZoj.k@ lajpukRed@ d`f"k@ fuekZ.k izkS|ksfxdh@

fofuekZ.k rduhd vkSj izca/ku esa izFke Js.kh esa ch0bZ0@ch0Vsd0 ;k

led{k vfHk;kaf=dh fMxzh ;k ;fn izFke Js.kh@mikf/k vadrkfydk

vFkok mikf/k esa nf’kZr ugha gS vkSj lhthih,@lhihvkbZ dks viuk;k

tkrk gS] rks 6-75 dks izFke Js.kh@mikf/k ds cjkcj ekuk tk,xkA

lajpukRed

vfHk;kaf=dh

flfoy@ lajpukRed@ fofuekZ.k rduhd vkSj izca/k esa izFke Js.kh

esa ch0bZ0@ch0Vsd0 ;k led{k vfHk;kaf=dh fMxzh ;k ;fn izFke




Hkwdaih; cukoV vkSj

Hkwdaih; vfHk;kaf=dh

flfoy@ lajpukRed@ fofuekZ.k rduhd vkSj izca/k esa izFke Js.kh

esa ch0bZ0@ch0Vsd0 ;k led{k vfHk;kaf=dh fMxzh ;k ;fn izFke




2- lax.kd foKku vkSj

vfHk;a=.k

lax.kd foKku vkSj

vfHk;kaf=dh

lax.kd foKku@ lax.kd foKku vkSj vfHk;kaf=dh@ lax.kd

vfHk;kaf=dh@ lkWQ~Vos;j vfHk;kaf=dh esa izFke Js.kh esa

ch0bZ0@ch0Vsd0 ;k ;fn izFke Js.kh@mikf/k vadrkfydk vFkok

mikf/k esa nf’kZr ugha gS vkSj lhthih,@lhihvkbZ dks viuk;k tkrk

gS] rks 6-75 dks izFke Js.kh@mikf/k ds cjkcj ekuk tk,xkA

3- lwpuk izkS|ksfxdh

vkSj lax.kd

vuqiz;ksx

lwpuk izkS|ksfxdh lwpuk izkS|ksfxdh@ lax.kd foKku@ lax.kd foKku vkSj

vfHk;[email protected] vfHk;kaf=dh@ lkWQ~Vos;j vfHk;kaf=dh@,elh,

esa izFke Js.kh esa ch0bZ0@ch0Vsd0 ;k ;fn izFke Js.kh@mikf/k

vadrkfydk vFkok mikf/k esa nf’kZr ugha gS vkSj lhthih,@lhihvkbZ

dks viuk;k tkrk gS] rks 6-75 dks izFke Js.kh@mikf/k ds cjkcj

ekuk tk,xkA

4- fo|qr vfHk;a=.k

fon~;qrh;

bysDVªkWfuDl vkSj

Mªkbo

fon~;qrh; vfHk;kaf=dh ¼EE½ @ fon~;qrh; vkSj bysDVªkWfuDl

vfHk;kaf=dh ¼EN½ esa izFke Js.kh esa ch0bZ0@ch0Vsd0 ;k ;fn izFke




fu;a=.k vkSj

midj.k

fon~;qrh; vfHk;kaf=dh] bysfDVªdy vkSj bysDVªkWfuDl vfHk;kaf=dh]

bysDVªkfuDl vkSj midj.k vfHk;kaf=dh] midj.k vkSj fu;a=.k

vfHk;kaf=dh vkSj midj.k vfHk;kaf=dh esa izFke Js.kh esa




5- bysDVªkWfud vkSj

lapkj vfHk;a=.k

fMftVy iz.kkyh bysDVªkWfuDl vfHk;kaf=dh] bysDVªkWfuDl vkSj lapkj vfHk;kaf=dh]

bysDVªkWfuDl vkSj nwjlapkj vfHk;kaf=dh vkSj bysDVªkWfuDl vkSj

midj.k vfHk;kaf=dh esa izFke Js.kh esa ch0bZ0@ch0Vsd0 ;k ;fn

izFke Js.kh@mikf/k vadrkfydk vFkok mikf/k esa nf’kZr ugha gS vkSj



lapkj vfHk;kaf=dh bysDVªkWfuDl vfHk;kaf=dh] bysDVªkWfuDl vkSj lapkj vfHk;kaf=dh]

bysDVªkfuDl vkSj nwjlapkj vfHk;kaf=dh esa izFke Js.kh esa




6- ;kaf=d vfHk;a=.k lax.kd ,dhd`r

mRiknu

eSdsfudy@ mRiknu@ vkS|ksfxd@ fofuekZ.k@ vkWVkseksckby@

,;jksLisl vfHk;kaf=dh@oSekfud vfHk;kaf=dh esa izFke Js.kh esa



Page 18 of 45



ÅtkZ izkS|ksfxdh vkSj

izca/ku

;kaf=d@ mRiknu@ vkS|ksfxd@ ÅtkZ@ jklk;fud@ vkWVkseksckby@

,;jksLisl vfHk;kaf=dh@ vrfj{k vfHk;kaf=dh@ vkSj jkWdsV esa izFke

Js.kh esa ch0bZ0@ch0Vsd0 ;k led{k vfHk;kaf=dh fMxzh ;k ;fn izFke




11.3 ih,p0Mh0 ikB~;Øe esa izos’k ds fy, ik=rk 'krsZa (i) izos’k ijh{kk mu Hkkjrh; ukxfjdksa ds fy, gksxh] tks ik=rk ijh{kk esa mÙkh.kZ@lfEefyr gq, gSa] tks uhps nh xbZ

;ksX;rk dks iwjk djrs gSaA

^^,sls vH;FkhZ tks vfHk;kaf=dh@izkS|ksfxdh@foKku@izca/ku ;k led{k esa izFke Jss.kh ls Lukrd ,oa ijkLukrd

ls rFkk ijkLukrd izFke Js.kh ds lkFk mÙkh.kZ gks] os ih,p0Mh0 ikB~;Øe esa izos’k ds fy, ;ksX; gSaA

fo'ofo|ky; esa fjlpZ de Vhfpax Qsyksf’ki ;kstuk ds rgr fu;fer ih,p0Mh0 lhVsa lhfer vof/k

Qsyksf’ki ds lkFk miyC/k gSa] ftUgsa dkmUlfyax ds le; vf/klwfpr fd;k tk,xkA fjlpZ de Vhfpax Qsyksf’ki

ds fy, vH;fFkZ;ksa dks dkmUlfyax ds le; bldk p;u djuk gksxk vkSj lk{kkRdkj ds fy, mifLFkr gksuk

gksxkA ,sls fu;fer ih,p0Mh0 mEehnokj vius lacaf/kr foHkkx esa lhfer f’k{k.k dk;Z lk>k djsaxs vkSj bl

;kstuk ds rgr Qsyksf’ki izkIr djsaxs ¼orZeku esa fo’ofo|ky; }kjk fu/kkZfjr fu;eksa vkSj 'krksZ a ds v/khu

#i;s 25000@& izfr ekg ns; gS rFkk vkSj #i;s 30]000@& izfr o"kZ dh dafVutsUlh izkIr djasxs½ fdlh fo’ks"k

fo’ks"kKrk esa esfjV rS;kj djus ds fy, izos’k ijh{kk vkSj lk{kkRdkj esa vadksa dk osVst Øe’k% 70 izfr’kr

vkSj 30 izfr’kr ds vuqikr esa gksxkA izR;sd fo’ks"kKrk esa lk{kkRdkj ds fy, cqyk, x, mEehnokjksa dh dqy

la[;k miyC/k lhVksa ds rhu xquk gksxhA ik= vH;fFkZ;ksa dks ,d fo"k; fo’ks"kKrk esa D;qeqysfVo esfjV ¼ijh{kk

vkSj lk{kkRdkj nksuksa½ ds vk/kkj ij] vkSj fo"k; fo’ks"kKrk esa f’k{kd lnL;ksa dh miyC/krk ds vuqlkj fd;k

tk,xkA

(ii) ,sls vH;FkhZ tks jk"Vªh; Lrj dh ijh{kk DokfyQkbM gks vkSj lhfu;j@twfu;j fjlpZ Qsyksf’ki ;k fdlh vU;

Qsyksf’ki ds fy, ;ksX; gks vFkok ,sls vH;FkhZ tks fo’ofo|ky; esa lapkfyr ,DlVuZyh QaMsM izkstsDV esa

dk;Zjr gksa] mUgs fo’ofo|ky; iw.kZdkfyd ih,p0Mh0 ds fy, izos’k ns ldrk gSA fo’ofo|ky; vius LukRdksRrj

Nk=ksa dks ih,p0Mh0 ds fy, igys gh Lohdkj dj ldrk g]S ;fn os Nk=ofÙk ds iqjLdkj ds mís’; ls jk"Vªh;

Lrj dh ijh{kk igys gh DokyhQkbZ dj pqds gksa] ,sls vH;fFkZ;ksa dk p;u lk{kkRdkj ds vk/kkj ij fd;k

tk,xk vkSj mUgs fo’ofo|ky; v/;kns’k ds ik=rk ds ekunaMksa dks iwjk djuk gksxkA ,sls vH;FkhZ dks izos’k

ijh{kk esa lEefyr gksuk vfuok;Z ugha gSA

(iii) fo’ofo|ky; ds lHkh foHkkxksa esa va’kdkfyd ih,p0Mh0 Hkh miyC/k gSA fo’ofo|ky; }kjk ekU;rk izkIr fdlh

vuqla/kku dsanz esa dke djus okys vH;FkhZ] bl fo’ofo|ky; ds fu;fer@ lafonkRed ladk; lnL;@ljdkj

esa dk;Zjr deZpkjh@ vuqnkfur@futh vfHk;kaf=dh dkystksa@fo’ofo|ky;ksa@m|ksaxksa@lkoZtfud {ks= ds laxBuksa

dks bl Js.kh ds rgr izos’k ds fy, fo’ofo|ky; }kjk fu/kkZfjr fu;eksa vkSj 'krksZa ds v/khu va’kdkfyd

ih,p0Mh0 ds fy, fopkj fd;k tk,xkA ,sls vH;fFkZ;ksa ds fy, fo’ofo|ky; }kjk fyf[kr ijh{kk@lk{kkRdkj

ds fy, ,d vyx vf/klwpuk vkSj vkosnu QkWeZ ¼,e0bZ0Vh0 &2020 vkWuykbu vkosnu QkeZ ugha½ tkjh

fd;k tk,xkA

11.4 ch0Vsd0 izFke o"kZ esa ,uvkjvkbZ dksVk ds fy, izos’k ik=rk%

U;wure visf{kr ;ksX;rk j[kus okys ,uvkjvkbZ vH;fFkZ;ksa dks ch0Vsd0 esa lacaf/kr czkap dh 5 izfr’kr lhVksa

ij lh/ks izos’k fey ldrk gSA ,sls vH;fFkZ;ksa dks ekyoh; izos’k ijh{kk esa lEefyr gksus dh vko’;drk ugha

gSA izos’k dh izfØ;k bl izdkj gksxh%

(i) ,uvkjvkbZ dksVs dh lhVsa ,uvkjvkbZ ls Hkjh tk,axh] tks


Page 19 of 45

(a) Hkkjr ls ckgj fLFkr fdlh laLFkku ls HkkSfrdh] jlk;u foKku vkSj xf.kr ds lkFk DokyhQkbax

ijh{kk mÙkh.kZ dh gS] ftls Hkkjrh; fo’ofo|ky; la?k }kjk ¼10$2½ ijh{kk ds led{k ekuk tkrk

gSA

;k

yanu@dSfEczt@Jhyadk ls HkkSfrdh] jlk;u foKku vkSj mPp xf.kr ¼,½ ds lkFk gkbZ Ldwy

tujy lfVZªfQdsV vkWQ ,tqds’ku ¼thlhbZ½ ijh{kk mÙkh.kZ dh gSA

(b) SAT-II ijh{kk esa xf.kr Lrj II C, HkkSfrdh vkSj jlk;u foKku ds lkFk lEefyr gq, gSaA mudh

esfjV muds SAT-II Ldksj ds vk/kkj ij fd;k tk,xkA

(ii) ,uvkjvkbZ dksVs esa fjDr lhVsa] ;fn dksbZ gks] rks ,uvkjvkbZ ds ,sls csVs@ csVh@ lxk HkkbZ@ lxh

cgu }kjk Hkjh tk,axh] ftUgksaus de ls de 60 izfr’kr vadksa ¼ vuqlwfpr tkfr@vuqlwfpr tutkfr

mEehnokj ds fy, 55 izzfr’kr ½ ds lkFk xf.kr] HkkSfrdh vkSj jlk;u foKku izR;sd esa de ls de

50 izfr’kr vadksa ds lkFk 10$2 ijh{kk Hkkjr esa fLFkr fdlh laLFkku ls mÙkh.kZ dh gksA

(iii) vH;FkhZ dh esfjV muds }kjk HkkSfrdh] jlk;u foKku vkSj xf.kr esa izkIr dqy vaadksa ds vk/kkj ij

r; dh tk,xhA

(iv) ,sls lHkh vH;FkhZ dkmUlfyax ds le; Hkkjrh; jktuf;d fe’ku@ dqykf/kifr@ mPpk;ksx ls izkIr

eksgj yxh ,uvkjvkbZ izek.ki= tek djuk gksxkA

(v) vH;FkhZ dks izk;kstu ,uvkjvkbZ ds lkFk okLrfod laca/k izek.k i= tek djuk gksxk tks ikB~;Øe

vof/k ds fy, oS/k gks vkSj fo’ofo|ky; }kjk ekU; gksA

(vi) mEehnokjksa dks fo’ofo|ky; dh osclkbV ds ek/;e ls dkmUlfyax dh frfFk vkSj mUgsa ewy

[email protected]=ksa ds lkFk dkmUlfyax ds fnu O;fDrxr :Ik ls mifLFkr gksuk vko’;d gS] ftlesa

os foQy gksaxs rks viuk nkok [kks nsaxsA

(vii) ,uvkjvkbZ dkmUlfyax dh rkjh[k rd mRrj izns’k ljdkj@fo’ofo|ky; dh vksj ls tkjh fd, x,

uohure vkns’k ,uvkjvkbZ dksVs esa izos’k ds fy, ykxw gksaxsA

(viii) foLr`r tkudkjh dsoy fo’ofo|ky; osclkbV% www.mmmut.ac.in ds ek/;e ls ebZ] 2020 esa izdkf’kr dh tk,xhA

12. Js.kh@oxZ ifjHkk"kk,¡* 12.1 ,sls vH;FkhZ] tks viuh DokfyQkbax ijh{kk mRrj izns’k jkT; esa fLFkr fdlh Hkh laLFkk ls mRrh.kZ fd;k gS

vkSj tks vkj{k.k dh ekWax ugha djrs gSa os fo’ofo|ky; ds vukjf{kr lhV (OPEN) ij leLr ikB~;dzeksa esa izos’k gsrq ;ksX; gaSA ¼fdlh izek.k&i= dh vko’;drk ugha½

¼dksM% ;wihthbZ½

12.2 ,sls vH;FkhZ] tkss viuh DokfyQkbax ijh{kk mRrj izns’k jkT; esa fLFkr fdlh Hkh laLFkk ls mRrh.kZ fd;k gS

vkSj og mRrj izns’k jkT; dk fuoklh gS( rFkk mRrj izns’k ds vuqlwfpr tkfr (SC)] mRrj izns’k ds vuqlwfpr tutkfr (ST)] mRrj izns’k ds vU; fiNMk oxZ (OBC) rFkk mRrj izns’k ds vkfFkZd :i ls

detksj oxZ ¼EWS½ Js.kh dk gS] rks og viuh Js.kh ds vkjf{kr lhV ds lkis{k izos’k ikus ds fy;s ;ksX;

gSA mDr vH;FkhZ dks izek.k i= 1 ;k 2 ;k 13A vkSj 13B izLrqr djuk gksxkA vuqlwfpr tkfr (SC)] vuqlwfpr tutkfr (ST) rFkk vU; fiNMk oxZ (OBC) ds vf/kfu;e 1976 vkSj 'kklukns’k la[;k

4@1@2001&Vhlh@d&2@2002 fnukWaad 19-9-2002 vkSj tSlk fd mRrj izns’k ljdkj ds lacaf/kr foHkkx

}kjk vuqeksfnr gS layXud&bZ ij izLrqr gSA

¼dksM% ;wih,llh@;wih,lVh@;wihchlh½@;wihbZMCyw½

12.3 ,sls vH;FkhZ] tkss viuh DokfyQkbax ijh{kk mRrj izns’k jkT; ds ckgj fLFkr fdlh laLFkk ls mRrh.kZ fd;k

gS rFkk ftuds vfHkHkkod mRrj izns’k jkT; ds fuoklh gSa( tks fdlh vkjf{kr Js.kh ds fy;s viuk nkok

ugha djrs gSa] os Hkh fo’ofo|ky; esa lapkfyr ikB~;dzeksa esa vukjf{kr (OPEN) Js.kh ds rgr izos’k ysus


Page 20 of 45

gsrq ;ksX; gSaA ,sls vH;FkhZ dks dkmfUfylax ds le; vius vfHkHkkod ¼firk@ekrk dsoy½ dk mRrj izns’k

esa vf/kokl djus dk izek.k i= izLrqr djuk gksxkA ¼lacaf/kr izek.k i= 3 layXud&Mh esa miyC/k gS½

¼dksM% ;wihthMh½

12.4 ,sls vH;FkhZ] tks viuh DokfyQkbax ijh{kk mRrj izns’k jkT; ds ckgj fLFkr fdlh laLFkk ls mRrh.kZ fd;k

gS( rFkk ftuds vfHkHkkod mRrj izns’k jkT; ls fuoklh gSa( rFkk tks mRrj izns’k ds vuqlwfpr tkfr@ mRrj

izns’k ds tutkfr@ mRrj izns’k ds vU; fiNM+k oxZ@ mRrj izns’k ds vkfFkZd :i ls detksj oxZ ¼EWS½ Js.kh ds gSa oks Hkh vkjf{kr lhVksa ij izos’k ds fy;s ;ksX; gSaA ,sls vH;FkhZ dks dkmUlfyax ds le; vius

vfHkHkkod ¼firk@ekrk dsoy½ dk mRrj izns’k esa vf/kokl djus dk izek.k i= ¼izek.k i= 3½ vkSj

[email protected] dk izek.k i= ¼izek.k i= 1 ;k 2 ;k 13A vkSj 13B tks ykxw gks½ izLrqr djuk gksxkA vuqlwfpr

tkfr (SC)] vuqlwfpr tutkfr (ST) rFkk vU; fiNMk oxZ (OBC)] dk gS] rks og viuh Js.kh ds vkjf{kr

lhV ds lkis{k izos’k ikus ds fy;s ;ksX; gSA mDr vH;FkhZ dks izek.k i= ds vf/kfu;e 1976 vkSj 'kklukns’k

la[;k 4@1@2001&Vhlh@d&2@2002 fnukWaad 19-9-2002 vkSj tSlk fd mRrj izns’k ljdkj ds lacaf/kr

foHkkx }kjk vuqeksfnr gS layXud&bZ ij izLrqr gSA

dksM% thMh,llh@thMh,lVh@thMhchlh@thMhbZMCyw½

12.5 fuEufyf[kr ds iq=@iqf=;ksa ds Mkseslkby 'krZ dks f’kfFky djrs gq, izos’k gsrq vuqeU; gS(

(i) j{kk dkfeZd tks izos’k ijh{kk dh frfFk ds le; lsok fuo`Rr@viaxrk dh fLFkfr esa vFkok j{kk

dkfeZd dh lsok ds nkSjku e`R;q gks x;h gks vkSj mlds vkfJr mRrj izns’k esa cls gq;s gksaA izek.k

i= la[;k 5 tks layXud&Mh ij izLrqr ds vuqlkj visf{kr gSA

(ii) j{kk dkfeZd tks mRrj izns’k dk vf/koklh ugha gS] ijUrq og izos’k ijh{kk ds le; mRrj izns’k

esa rSukr gksA izek.k i= la[;k 5 tks layXud&Mh ij izLrqr ds vuqlkj visf{kr gSA

(iii) Hkkjr ljdkj dk dkfeZd tks mRrj izns’k dSMj ls lEc) gS] izek.k i= la[;k 11 tks layXud&Mh

ij izLrqr ds vuqlkj visf{kr gSA

,sls vH;FkhZ mRrj izns’k ds vukjf{kr vH;FkhZ ds leku ekus tk;saxsA

¼dksM% thMhMh,½

12.6 ,e0Vsd0@ih,p0Mh0 ikB~;Ø esa ços'k ds fy, ,sls vH;FkhZ ftUgksaus m0iz0 ds ckgj fLFkr fdlh laLFkku ls

DokyhQkbax ijh{kk mÙkh.kZ dh gS vkSj muds ekrk&firk m0iz0 ds ewy fuoklh ugha gSa] ,e0Vsd0@ih,p0Mh0

esa ços'k ds fy, ik= gSa vkSj fo'ofo|ky; ds lkekU; ¼vksiu½ Js.kh ds lhVksa ij izos”k ys ldrs gSaA ¼dksbZ

çek.k i= dh vko';drk ugha½

¼dksM% vks,lthbZ½

*fofHkUu izek.ki=ksa dk izksQkekZ layXud&Mh esa miyC/k gSA vkWuykbu Js.kh@ vkj{k.k izek.k i=

ds ekeys esa] vkjf{kr Js.kh dk YkkHk lacaf/kr oS/kkfud osclkbV ds ek/;e ls muds vkWuykbu lR;kiu

ds v/khu iznku fd;k tk,xk] ,sls mEehnokj vkjf{kr Js.kh ds ykHk ds gdnkj ugha gksaxs tks lR;kiu esa

foQy gksaxs] vkSj mudks lkekU; Js.kh esa j[kk tk,xkA tks mEehnokj Js.kh@ vkj{k.k nLrkost lR;kiu ds

le; fu/kkZfjr izksQkekZ esa mfpr Js.kh@ vkj{k.k izek.k i= izLrqr ugha djrs gSa] muds ekeys esa] vkjf{kr

Js.kh dk ykHk mUgsa iznku ugha fd;k tk,xk vkSj mudks lkekU; Js.kh esa j[kk tk,xkA

13. vkj{k.k* 13.1 m/okZ/kj vkj{k.k ¼Js.kh½

dzekad oxZ vkj{k.k dk izfr’kr

(a) mRrj izns’k ds vuqlwfpr tkfr 21 izfr’kr

(b) mRrj izns’k ds vuqlwfpr tutkfr 2 izfr’kr

(c) mRrj izns’k ds vU; fiNMk oxZ 27 izfr’kr

(d) mÙkj izns’k ds vkfFkZd :i ls detksj oxZ 10 izfr’kr


Page 21 of 45

13.2 {kSfrt vkj{k.k ¼izR;sd m/okZ/kj vkj{k.k esa vkjf{kr mi Js.kh½ ,e0Vsd0@ih,p0Mh0 ds fy;s ykxw ugha

dzekad mi&oxZ dksM dqy lhVksa ij vf/kdre

vkj{k.k dk izfr’kr

(a) mRrj izns’k ds LorU=rk laxzke lsukuh ds

vkfJr

;wih,Q,Q 2 izfr’kr

(b) j{kk foHkkx ls lsokfuo`Ùk ¼isa’kuHkksxh½ vFkok

rSukrh ds le; 'kghn@fnO;kax mÙkj izns’k

fuoklh iq=@iq=h

;wih,,Q 5 izfr’kr

(c) mRrj izns’k ds fodykax@fnO;kax ;wih,plh 5 izfr’kr

(d) mRrj izns’k dh efgyk ;wihth,y 20 izfr’kr

*dkmfUlfyax dh frfFk rd mÙkj izns’k ljdkj ds uohure funsZ’kks a ds vuqlkj ifjofrZr gks ldrk gSA

13.3 vH;FkhZ ;wih,Q,Q@;wih,,Q@;wih,plh es ls dsoy ,d izdkj ds {kSfrt vkj{k.k dk nkok dj ldrs gSaA

gkykafd efgyk vH;FkhZ ;wihth,y ds lkFk ;wih,Q,Q@;wih,,Q@;wih,plh es fdlh ,d ds fy;s Hkh nkok

dj ldrh gSaA 13.4 vkWu&ykbu vkosnu QkeZ Hkjus ds mijkUr Hkjs x;s Js.kh@mi Js.kh esa fdlh Hkh ifjfLFkfr esa ifjorZu

Lohdkj ugha fd;k tk;sxkA

13.5 Js.kh@mi Js.kh dks izek.k&i=ksa }kjk lR;kfir fd;k tkuk pkfg;s] tks fd layXud&Mh esa fn;s x;s izk#i ds

vuqlkj dkmUlfyax esa nLrkost lR;kiu ds le; izLrqr fd;k tk;sxk] vU;Fkk foQy gksus ij vH;FkhZ dks

lkekU; Js.kh esa ekuk tk;sxkA

13.6 UPAF] miJs.kh dk {kSfrt vkj{k.k dk YkkHk mu vH;fFkZ;ksa dks fn;k tk,xk ftuds ekrk@firk mÙkj izns’k

ds fuoklh gSa vkSj 'kL= cy esa dk;Zjr vFkok lsokfuoÙk ¼isa’ku/kkjh½ vFkok rSukrh ds le; 'kghn@fnO;kax

gq, gks vkSj muds vkfJr m0iz0 esa jg jgs gks@ ls vkj{k.k mu vH;fFkZ;ksa dks Hkh fn;k tk ldrk gS

ftuds ekrk&firk 'kL= cy esa izos’k ijh{kk ds le; mÙkj izns’k esa dk;Zjr gksaA

13.7 vuqHkkx 13-2 ¼,½] ¼ch½ ,oa ¼lh½ esa funsZf’kr mi Jsf.k;ksa esa vkj{k.k dk nkok djus ds fy;s dkmfUlfyax

vkSj nLrkost lR;kiu ds nkSjku layXud&Mh esa fn;s x;s izek.k i= la[;k 4]5 ,oa 6 dh dze’k vko’;drk

gSA

13.8 di;k /;ku nsa fd ;wihth,y mi Js.kh dk ykHk Lor% lHkh efgyk vH;FkhZ dks fn;k tk;sxkA

14. mRrj izns’k ds xzkeh.k {ks= ds mEehnokjksa dks ykHk

14.1 ekyoh; izos’k ijh{kk ds dqy izkIr vadksa es ls 3 izfr’kr dk osVst ch0Vsd0 izFke o"kZ vkSj BBA ikB~;dze

esa vukjf{kr Js.kh ¼;wihthbZ½ ds vH;FkhZ dks ns; gksxk] ftUgksus mRrj izns’k ds xzkeh.k {ks=ksa esa fLFkr fdlh

laLFkku ls DokyhQkbax ijh{kk mRrh.kZ dh gksA

14.2 bl ds fy;s] laLFkku dks xzke iapk;r ds vf/kdkj {ks= esa fLFkr gksuk pkfg,] ijUrq ;g {ks= vkS|ksfxdh #i

ls fodflr ugha gksuk pkfg;sA ,sls vH;FkhZ dks dkmfUlfyax ds le; nLrkost lR;kiu nkSjku izek.k&i=

la[;k 7 izLrqr djuk vfuok;Z gksxkA


Page 22 of 45

14.3 xzkeh.k egRo dk ykHk fdlh Hkh vU; vkj{k.k ¼vuqlwfpt tkfr] tutkfr ,oa vU; fiNMk oxZ½ ,oa efgyk

vH;FkhZ lfgr] ch0Vsd0 f}rh; o"kZ esa lh/ks izos’k ysus okys vFkok ,e0ch0,0@,e0lh0,0@

,e0Vsd0@,e,l0lh0@ih,p0Mh0 vH;FkhZ ij ykxw ugha gksxkA

14.4 [k.M 12-3 esa ifjHkkf"kr ;w0ih0th0Mh0 Js.kh ds rgr vH;FkhZ ds fy;s xzkeh.k egRo ykxw ugha gSA

15. fpfdRlk ekud

15.1 vH;FkhZ dks dkmfUlfyax ds le; vfHkys[k lR;kiu ds nkSjku layXud&Mh ds vuqlkj LoLFkrk

izek.k@fodykax izek.k i= izLrqr djuk vko’;d gksxkA

15.2 fuEufyf[kr ds vuqlkj fpfdRlk ekud fu/kkZfjr fd;k x;k gSA

Å¡pkbZ vH;FkhZ dks muds }kjk pqus x;s ikB~;Øe dk v/;;u ds fy, 'kkjhfjd #i ls

LoLFk gksuk pkfg;sA

Oktu

lhus dk eki

fny vkSj QsQMs+ dksbZ vlekU;rk ugha

gkfuZ;k] gkbMªksfly ,oa

ccklhj vkfn

buesa ls fdlh dh mifLFkfr dks v/;;u izkjEHk djus ds iwoZ vfuok;Z #i ls

Bhd fd;k tkuk gksxkA

nf"V lkekU;] ;fn nks"kiw.kZ gS rks bls csgrj vkWa[k esa 6@9 vkSj cnrj es 6@12 ls

Bhd fd;k tkuk pkfg;sA vkWa[ks tUetkr ;k fdlh vU; jksx ls eqDr gksuh

pkfg;sA

Jo.k lkekU;] ;fn nks"kiw.kZ gS rks bls v/;;u izkjEHk djus ls iwoZ Bhd djuk pkfg;sA

'kkjhfjd #i ls

fodykax@fnO;kax

vH;FkhZ ds ikl fuEufyf[kr es ls fdlh ,d izdkj dh 'kkjhfjd

fodykaxrk@fnO;kaxrk gksuh pkfg;sA

'kkjhfjd #i ls fodykax@fnO;kax

izdkj&A U;wure 40 izfr’kr LFkk;h n`f"Vghurk

izdkj&AA U;wure 40 izfr’kr LFkk;h yksdkseksfVo fodykaxrk

izdkj&AAA U;wure 40 izfr’kr LFkk;h Hkk"k.k vkSj Jo.kâkl

16. fo’ofo|ky; 'kqYd fooj.k

ikB~;Øe ds fy, fo'ofo|ky; 'kqYd%

dz0

la0

ikB~;dze o"kZ Nk=koklh; 'kqYd# xSj Nk=koklh;

'kqYd* 1- ch0Vsd0 izFke o"kZ #0 1]10]000@& #0 90]000@&

2- ch0Vsd0 ¼ySVjy½ f}rh; o"kZ #0 1]10]000@&¼dsoy efgyk vH;FkhZ ds fy,½ #0 90]000@&

3- ch0ch0,0 izFke o"kZ #0 95]000@& #0 75]000@&

4- ,e0lh0,0 izFke o"kZ #0 85]000@& #0 65]000@&

5- ,e0ch0,0 izFke o"kZ #0 1]15]000@&¼dsoy efgyk vH;FkhZ ds fy,½ #0 95]000@&

6- ,e0Vsd0 izFke o"kZ #0 95]000@& #0 75]000@&

7- ,e0,llh0 izFke o"kZ #0 71]000@& ¼dsoy efgyk vH;FkhZ ds fy,½ #0 51]000@&

8- ih,p0Mh0 izFke o"kZ #0 80]000@& #0 60]000@&

# ßfo’ofo|ky; vkSj Nk=koklh; dk’kueuhÞ ds lkis{k #0 10]000@& okilh lfEefyr

*ßfo’ofo|ky; dk’kueuhÞ ds lkis{k #0 5]000@& okilh lfEefyr


Page 23 of 45

fVIi.kh% Nk=kokl dh lqfo/kk miyC/k u gksus dh n’kk esa] Nk=kokl 'kqYd lacaf/kr vH;FkhZ dks okil dj fn;k tk;sxkA ;g

lajpuk le;≤ ij fo’ofo|ky;@jkT; ljdkj ds funsZ’kksa }kjk la’kksf/kr fd;k tk ldrk gSA

17. egRoiw.kZ funsZ’k

17.1 vH;FkhZ dks ekyoh; izos’k ijh{kk (MET) esa mifLFkr gksus ds fy;s viuh ;ksX;rk ds ckjs esa Lo;a dks lqfuf’pr

djuk pkfg;sA ;fn dksbZ vH;FkhZ tks ijh{kk esa lfEefyr gksus ds fy;s ik= ugha gS] rks ekyoh; izos’k ijh{kk ds

ek/;e ls fdlh Hkh ikB~;dze esa izos’k gsrq mldk nkok ekU; ugha gksxkA

17.2 ,sls vH;FkhZ] tks vHkh DokyhQkbax ijh{kk esa lfEefyr gq;s gaS] ysfdu mudk ijh{kk ifj.kke osfVax gS os Hkh ekyoh;

izos’k ijh{kk esa lfEefyr gksus ds fy;s ;ksX; gaSA gkykafd] bu vH;fFkZ;ksa dk DokyhQkbax ijh{kk dk ifj.kke fdlh

Hkh dkj.k ls nLrkost lR;kiu dh frfFk rd ?kksf"kr ugha fd;k tkrk rks os fdlh Hkh ifjfLFkfr esa izos’k ds fy;s

;ksX; ugha gksxsaA

17.3 ch0Vsd0] ch0ch0,0] ,e0ch0,0] ,e0lh0,0] ,e0Vsd0] ,e0,llh0 ,oa ih,p0Mh0 ds fy;s izos’k ijh{kk mu

vH;FkhZ ds fy, gS] ftUgksus mRrj izns’k esa fLFkr fdlh Hkh laLFkku ls DokyhQkbax ijh{kk mRrh.kZ dh gS ;k ftuds

ekrk&firk mÙkj izns’k ds ewy fuoklh gSa vkSj vH;FkhZ bl izos’k foof.Zkdk esa fn;s gq, ik=rk 'krksZa dks iwjk djrk

gksA gkyk¡fd] ,e0Vsd0@ih,p0Mh0 esa izos’k ds fy, ,sls vH;FkhZ ftUgksus mRrj izns’k ds ckgj fLFkr fdlh laLFkku

ls DokyhQkbax ijh{kk mÙkh.kZ dh gS] vkSj muds ekrk&firk mÙkj izns’k ds ewy fuoklh ugha gS] os ,e0Vsd0@ih,p0Mh0

esa izos’k ds fy, izos’k ijh{kk esa cSBus ds fy, ik= gSa vkSj fo’ofo|ky; esa dsoy tujy ¼vksiu½ Js.kh ds rgr

ikB~;Øeksa esa izos’k gsrq ;ksX; gksaxsA ch0Vsd0@chch,@,ech,@,elh,@,e0,llh0 ds fy, ;fn fdlh mEehnokj

us mRrj izns’k ds ckgj ls DokyhQkbax ijh{kk mRrh.kZ dh gS] rks mls vfHkys[kksa ds lR;kiu ds le; vius ekrk&firk

¼tks m0iz0 ds ewy fuoklh gksa½ dk ewy fuokl izek.k i= izLrqr djuk gksxk] ftlesa foQy gq;s vH;FkhZ dk

mEehnokjh Lor% fujLr gks tk;sxkA ,e0lh0,0] ,e0ch0,0] ,e0,llh0 ikB~;dze esa mRrj izns’k ds vf/kokflr

vH;FkhZ dks ofj;rk nh tk;sxh vkSj mDr ds i'pkr mRrj izns’k ds ckgj vf/kokl djus okys vH;FkhZ dks] lhV

fjDr jgus dh n’kk esa fopkj fd;k tk;sxkA

17.4 fo’ofo|ky; esa izos’k dk rkRi;Z vH;FkhZ vkSj mlds ekrk&firk ;k vfHkHkkodksa }kjk bl izos’k foof.Zkdk esa fn;s

x;s lHkh izkfo/kkuksa vkSj fo’ofo|ky; ds fu;eksa ij lgefr gSA fu;eksa] fofu;eksa] 'kqYd vkSj fo’ks"k ifjfLFkfr vkfn

esa dksbZ Hkh cnyko] fo’ofo|ky; esa izos’k ysus okys vH;FkhZ ij ykxw gksxkA

17.5 vH;FkhZ ;fn vkjf{kr Jsf.k;ksa] osVst vkfn dk ykHk ysuk pkgrk gS rks mls ;g mYys[k djuk vko’;d gS fd og

vkjf{kr Js.kh dk gSS] ijUrq vkosnu QkeZ ds lkFk fdlh Hkh lefFkZr vfHkys[k dks layXu djuk vko’;d ugha gSA

,e0Vsd0] ih,p0Mh0 esa izos’k ds fy, bPNqd vH;FkhZ dks {kSfrt vkj{k.k dk ykHk vuqeU; ugha gSA izos’k foof.Zkdk

esa layXud&Mh ij fn;s x;s izk#i esa bu izek.k i=ksa dks ewy #i ls vfHkys[k lR;kiu ds le; muesa ls izR;sd dh

,d lR;kfir izfr ds lkFk izLrqr djuk gksxkA ;s izek.k i= mÙkj izns’k ljdkj@fo’ofo|ky; ds vkns’kksa }kjk

dkmUlfyax izkjEHk gksus dh frfFk rd cnys tk ldrs gSaA vH;FkhZ dks vfuok;Z #i ls izos’k ijh{kk }kjk fu/kkZfjr

izk#i ij vkj{k.k ds fy;s vius nkos ds leFkZu esa lacaf/kr izek.k&i= izLrqr djuk vko’;d gSA izek.k i= izk:Ik

esa dksbZ Hkh NsM+[kkuh fo’ofo|ky; ds vuqefr ds fcuk vH;FkhZ dks nkok fd;s x;s ykHk ls oafpr dj nsxkA dì;k

/;ku nsa fd vU; fiNMk oxZ ds vH;FkhZ ds fy;s izek.k&i= 2 dsoy rHkh ekU; gksxk tc bls 01-04-2020 dks ;k

blds ckn dh frfFk esa tkjh fd;k x;k gksA ¼vU; fiNMk oxZ ds fy;s dzheh ys;j dh vfuok;Z 'krksZa ds vuqlkj½

17.6 fo’ofo|ky; }kjk ekyoh; izos’k ijh{kk ls lacaf/kr ikB~;dzeksa gsrq ?kksf"kr fd;k ifj.kke vfUre gksxkA gk¡ykfd

ifj.kke ?kksf"kr gksus ds 7 fnuksa ds Hkhrj vH;FkhZ #0 10]000-00 dh /kujkf’k tek dj viuh mRrj iqfLrdkvksa


Page 24 of 45

dk tkWap djok ldrk gSA mDr ls lacaf/kr 'kqYd ¼fMek.M Mªk¶V½ dk Hkqxrku enu eksgu ekyoh; izkS|ksfxdh

fo’ofo|ky;] nsofj;k jksM xksj[kiqj & 273010 ds i{k esa ns; ij fd;k tk;sxkA mÙkj iqfLrdk dh iqu% tkap dk

vkosnu leU;od ekyoh; izos’k ijh{kk enu eksgu ekyoh; izkS|ksfxdh fo’ofo|ky;] nsofj;k jksM xksj[kiqj &

273010 dks Hkstuk gksxkA ;g 'kqYd nkos dh okLrfodrk ds ekeys esa okil dj nh tk,xhA

17.7 fdlh vH;FkhZ }kjk izLrqr fd;k x;k vfHkys[k@?kks"k.kk i= ;fn fdlh Hkh Lrj ij xyr ik;k tkrk gS] rks mlds

izos’k gsrq vH;FkZu fujLr dj fn;k tk;sxk vkSj og dkuwuh rkSj ij vfHk;kstu ds fy;s mRrjnk;h gksxkA izos’k ds

laca/k esa dksbZ Hkh dkuwuh fookn] xksj[kiqj fLFkr U;k;ky;ksa ds {ks=kf/kdkj rd lhfer gksxkA

17.8 ;fn fdlh Hkh cksMZ }kjk xzsM 'khV ij leku izfr’kr vad iznku fd;s fcuk dsoy xzsM fn;k x;k gS] rks vH;FkhZ dks

cksMZ ls ,d izek.k i= izkIr djuk gksxk tks lde{k vadks dks fufnZ"V djrk gks vkSj izek.k i=@vfHkys[k lR;kiu

ds le; bls izLrqr djuk gksxkA ;fn vH;FkhZ }kjk ,slk dksbZ izek.k i= izLrqr ugha fd;k tkrk gS] rks mldh ik=rk

ds laca/k esa fo’ofo|ky; izos’k lfefr dk fu.kZ; mldh ik=rk ds laca/k esa vfUre gksxkA

17.9 izos’k i=] ifj.kke] dkmfUlfyax fu/kkZj.k vkSj ekyoh; izos’k ijh{kk ls lacaf/kr lHkh lwpuk;sa fo’ofo|ky; dh

vkf/kdkfjd osclkbV www.mmmut.ac.in ij miyC/k djk;h tk;sxhA osclkbV ij nh x;h leLr izklafxd lwpukvksa ds ckjs esa tkudkjh ysuk vH;FkhZ dh ftEesnkjh gSA blfy;s vH;fFkZ;ksa dks lykg nh tkrh gS fd os fu;fer

#i ls osclkbV dks ns[krs jgsa] lapkj dh deh ds dkj.k fdlh Hkh vlqfo/kk@uqdlku ds fy;s fo’ofo|ky; mÙkjnk;h

ugha gksxkA

17.10 ekyoh; izos’k ijh{kk ds laca/k esa fdlh Hkh iwNrkN ds fy;s nwjHkk"k la[;k 9235500507 rFkk 8765783798 dk

iz;ksx lHkh dk;Z fnolksa esa lqcg 10 cts ls lk;adky 5-00 cts rd vkSj jfookj dks lqcg 10-00 cts ls nksigj

1-00 cts rd fd;k tk ldrk gSA bZ&esy ds ek/;e ls iwNrkaN dk tckc 24 ?k.Vs ds Hkhrj fn;k tk;sxkA

17.11 uo izosf’kr Nk=ksa ds fy;s fjiksfVZax dh lEHkkfor frfFk tqykbZ] 2020 ds vfUre lIrkg gSA fjiksfVZax dh okLrfod frfFk

fo’ofo|ky; dh osclkbV ij vf/klwfpr dh tk;sxh vkSj dkmfUlfyax ds nkSjku izos’k izLrko i= es vH;FkhZ dks

lwfpr fd;k tk;sxkA

ladsru dk mi;ksx fd;k x;k%&

,e0ch0,0 & ekLVj vkQ fctusl ,MfefuLVsª’ku

Ckh0Vsd0 & cSpyj vkQ VsDukykth

ch0ch0,0 & cSpyj vkQ fctusl ,MfefuLVsª’ku

,e0lh0,0 & ekLVj vkQ dEI;wVj ,Iyhds’ku

,e0Vsd0 & ekLVj vkQ VsDukykth

,e0,llh0 & ekLVj vkQ lkbal

Ikh,p0Mh0 & MkDVj vkQ fQykslQh


Page 25 of 45

layXud&,

,e0Vsd0 ds ik=rk ;ksX;rk ds fy, dksM

ch0bZ0@ch0Vsd0 dk vuq’kklu dksM ch0bZ0@ch0Vsd0 dk vuq’kklu dksM

vkVkeksckby bathfu;fjax 01 bysDVªkfuDl ,oa Vsyhdke- bathfu;fjax 16

,xzhdYpjy bathfu;fjax 02 buthZ bathfu;fjax 17

,jksLisl@,jksukfVdy bathfu;fjax 03 buok;jkUesaVy bathfu;fjax 18

dsfedy bathfu;fjax 04 baMLVªh;y bathfu;fjax 19

flfoy bathfu;fjax 05 buQkjes’ku VsDukykth 20

dEI;wVj bathfu;fjax 06 baLVwesaVs’ku ,.M daVªksy bathfu;fjax 21

dEI;wVj lkbal 07 baLVwesaVs’ku bathfu;fjax 22

dEI;wVj lkbal ,oa bathfu;fjax 08 eSU;wQSfDpfjax VsDukykth@bathfu;fjax 23

daLVªD’ku VsDukykth 09 izksªMD’ku bathfu;fjax 24

daLVªD’ku VsDukykth ,.M eSustesaV 10 LVªDpjy bathfu;fjax 25

bysfDVªdy ,.M bysDVªkfuDl bathfu;fjax 11 ekLVj vkQ dEI;wVj ,Iyhds’ku¼,e0lh0,0½ 26

bysfDVªdy bathfu;fjax 12 esdsSfudy bathfu;fjax 27

bysDVªkfuDl ,.M baLVwesaVs’ku bathfu;fjax 13 Lisl bathfu;fjax ,.M jkdsVªh 28

bysDVªkfuDl bathfu;fjax 14 lk¶Vos;j bathfu;fjax 29

bysDVªkfuDl ,.M dEI;qfuds’ku bathfu;fjax 15

layXud& ch

ijh{kk 'kgjksa dh lwph

ekyoh; izos’k ijh{kk & 2020 dh ijh{kk djk;s tkus okys 'kgjksa dh lwph

’kgj 'kgj dksM

vkxjk 01

v;ks/;k 02

cjsyh 03

nsgjknwu 04

xksj[kiqj 05

>k¡lh 06

Dkuiqj 07

y[kuÅ 08

esjB 09

uks;Mk@xzsVj uks;Mk@xkft;kckn 10

iz;kxjkt 11

okjk.klh 12


Page 26 of 45

layXud& lh

ços'k ijh{kk ds fy, Lyscl

isij&1 ¼HkkSfrd] jlk;u foKku vkSj xf.kr½

[k.M&v% HkkSfrdh

Ekkiu% foHkh; fo’ys’k.k vkSj =qfV vkdyu] foeh; laxrrk vkSj egRoiw.kZ vkadMs A

,d vk;ke esa xfr % vkSlr osx] {kf.kd osx] leku Roj.k ds lkFk ,d vk;keh xfr] Lora= :Ik ls

fxjrs fi.M A

Xkfr ds fu;e% cy ,oa tMRo] U;wVu ds xfr fo"k;d fu;e] vkSj muds vkSfrpR;A

nks vk;keksa esa xfr% iz{ksI; xfr] ,d leku o`Rrh; xfr] odz js[kh; xfr esa Li’kZjs[kh; vkSj f=T;h;

Roj.k] lkis{k xfr ,oa lkis{k Roj.k A

dk;Z] 'kfDr vkSj mtkZ% ,d leku vkSj pj cyksa }kjk d`r dk;Z] xfrt vkSj fLFkfrt mtkZ] 'kfDr]

:f<~oknh ,oa xSj :f<oknh oy] mtkZ dk laj{k.k] xq:Rokd"kZ.k mtkZ] dk;Z mtkZ izes;] ,d fLizax esa

laxzghr fLFkfrt mtkZ }kjk fd;k x;k dk;ZA

jsf[kd laosx ,oa VDdj % jSf[kd laosx vkSj vkosx] nks d.kksa okys fudk; ds fy, jsf[kd laosx laj{k.k]

VDdj] ,d vL;keh ,oa nks] vk;keh; VDdj] jkadsV iz.kksnu A

nw< fi.M dk ,d fuf’pr v{k ds ifjr ?kw.kZu% dks.kh; osx vkSj dks.kh; Roj.k] ?kw.khZ xfr] ,d leku

dks.kh; Roj.k ds v/khu ?kw.kZu xfr] js[kh; ,oa dks.kh; jkf’k;ksa ds chp lEcU/k] fdlh oy;] NM xksyh;

dks’k] xksyk ,oa lery iVy ds tMRo vk?kw.kZ] cy vk?kw.kZ rFkk dks.kh; Roj.k] ?kw.kZuxfr esa dk;Z vkSj

mtkZ] Bksl xksys rFkk csyu dh osyuh xfr A

xq:Rokd"kZ.k] xq:Roh; {ks= dsiyj ds fu;e vkSj xzgksa dh pky] xzgksa vkSj mixzgksa dh xfr] HkwfLFkj

mixzgA

nksyu xfr% vkorZ xfr] ,d fLiazx ls lEc} nzO;eku dh nksyuxfr] fLFkfrt ,oa xfrt mtkZA ,d

lk/kkj.k yksyd dk nksyudky ,d leku o`Rrh; xfr ds lkFk ljy vkSj vkoZr xfr dh rqyuk] iz.kksfnr

nksyu voefUnr nksyu vkSj vuquknA

Bksl vkSj rjy inkFkksZa dh ;kaf=dh% nzO; dh voLFkk,a] ;ax izR;kLFkrk xq.kkad] vk;ru izL;kLFkrk] dBksjrk

ds n`<rk xq.kkad] xgjkbZ ds lkFk ncko esa ifjorZu }<rk xq.kkd mRiykou cy vkfdZfeMht dk fla}kr]

ikLdy dk fu;e cjukSyh dh izes; vkSj mlds vuqiz;ksx i"Bh; mtkZ] i`"B ruko] Li'kZ dkss.k] dsf'kdk


Page 27 of 45

esa nzo dk p<uk ';kurk xq.kkad] ';ku cy VfeZuy osx] LVksd dk fu;e] /kkjk js[kh; izokg jsukaYM dh

la[;kA

m"ek vkSj m"ekxfrdh% m"ekxfrdh dk izFke fu;e] fu;r vk;ru ,oa nko ij vkn'kZ xSl dh fof'k"V

m"ek ,oa muds chp laca/k] m"ekxfrdh izdze( izfrdze.kh;] vifjorZuh;] lerkih] :}ks"e), m"ekxfrdh

dk nwljk fu;e] ,UV~kih vkSj fujis{k iSekus dh vo/kkj.kk dkjukV batu dh n{krk] rkih; pkydrk]

BaMs gksus ds laca/k esa U;wVu dk fu;e d`f".kdk fofdj.k] ohu dk foLFkkiu fu;e] LVhQu dk fu;eA

rjax% rjax xfr] dyk vk;ke vkSj rjax dk osx] vuqnS/;Z rjaxksa ds fy, U;wVu dk lw=] gok esa /ofu

rjaxksa dk izpyu] /ofu ds osx ij rki ,oa nkc dk izHkko] ykIykl la'kks/ku] v/;kjksi.k dk fl}kar

vizxkeh rjaxks dk ouuk] rkj ,oa ikbi esa vizxkeh rjaxks dk cuuk] foLiUn MkaIyj dk izHkko A

fLFkj oS|qr dwyku dk fu;e] foUnq vkos'k ds dkj.k fo?kqr {ks= ,oa foHko] oS/kqr f}?kqo] osS|qr f}?kqr ds

v{k ,oa v{k ds yEoor oS/kqr {ks=] oS|qr Q~yDl] xkal dk izes; vkSj blds vuqiz;ksx ds vk/kkj ij

vuar vkosf'kr pknj] pkyd [kks[kus xksys ds vUnj cS|qr {ks= dk vkdyu] /kkfjrk] gok vkSj iV~V ds

chp ijkoS?kr ek/;e ds lkFk lekukarj iV~ la/kkfj=] la/kkfj=ks ds Js.kh ,oa lekukarj dze la;kstu]

la/kkfj= dh mtkZ] foLFkkiu /kkjk;sa A

fo|qr /kkjk% Lora= vkSj ck/; bysDV~kauksa dh vo/kkj.kk] vuqxeu osx vkSj xfr”khyrk] fo/kqr /kkjk] vkse

dk fu;e izfrjks/kdrk] pkydrk] izfrjks/k dh rkieku fuHkZjrk] izfrjks/k dk Js.kh ,oa lekUrj dze esa

la;kstu] fdjpkaQ dk fu;e ,oa fdlh usVodZ ds izfrjks/kks ij bldk vuqiz;ksx] A

/kkjk dk pqacdh; izHkko% fo/kqr /kkjk ds dkj.k pqEcdh; {ks=] ck;ks lkoVZ dk fu;e] ifjukfydk ds

dkj.k pqacdh; {ks=] pqacdh; {ks= esa vkos'k dh xfr] pqacdh; {ks= esa /kkjkokgh pkydksa ij cy ,oa

/kkjkokgh ywi ij cy vk/kw.kZ] nks lekukUrj /kkjkokgh pkydks ds chp cy] /kkjkekih dk fl}kUr ,oa

bldk ,ehVj ,oa oksYVehVj esa :ikUrj.k A

inkFkZ esa pqacdRo% bysDV~kauksa ds d{kh; vkSj fLiu xfr ds dkj.k inkFkZ dk pqEcdRo] ijek.kqvksa dk

pqacdh; vk/kw.kZ izfrpqEcdRo] vuqpqEcdRo] ykSgpqacdRo] iFoh dk pqacdh; {ks= vkSj mlds ?kVd ,oa

mldk ekiuA

fo?kqr pqEcdh; izsj.k% iszfjr fo|qr okgd cy] QSjkMs dk fu;e] ysUt dk fu;e] fo|qr pqEcdh; izsj.k]

Lo ,oa vU;ksU; izsj.k ch&,p odz] fgLVfjfll gkfu vkSj blds egRo] Hkaoj /kkjkvksa A

fdj.k izdkf'kdh ,oa izdkf'kd ;a= % izdk'k ds lzksr] T;ksfr rhczrk] T;ksfr Q~yDl] iznhfIr] izdk'kfefr]

izdk'k dh rjax izd`fr] izdk'k ds lapj.k gsrq gkbxsUl dk fl}kUr] ,oa izdk'k dk lh/kh js[kk esa lapj.k]

izdk'k dk ijkorZu] iw.kZ vkarfjd ijkorZu] xksyh; lrgks ij ijkoZru ,oa viorZu ysalks ds la;kstu

dh Qksdl nwjh xksyh; ,ao o.khZ; foiFku ,oa mldk fuokj.k] fizTe ds }kjk foiFku izdk'k dk viorZu

,oa fo{ksi.k ljy ,o ;kSfxd lw{en'khZ ijkorZuh; ,oa viorZuh; nwjchu] vko/kZd {kerk] foesnu

{kerkA

rjax izdkf'kdh % izdk'k ds lao} ,oa vlac} lzks= O;frdj.k] ;ax dk f}fNnz iz;ksx] ,dy fNnz lzksr

ls foorZu] izdk'k dk js[kh; ?kqzo.k] iksysjkbM~lA

vk/kqfud HkkSfrdh% QksVks&fo?kqr lehdj.k] inkFkZ rjaxaas ijek.khdj.k] IySad dh ifjdYiuk] gkbM~kstu

ijek.kq vkSj blds LisDV~e dk oksgj ekaMy] rVLFkhdj.k] foHko] fjMoxZ fLFkjkad] lkSj LisDV~e vkSj

QzkUgkQj ykbusa] izfrnhfIr vkSj LQqjnhfIr ,Dl&js vkSj mudk mRiknu] vfHky{k.kh; ,oa fujarj o.kZdze

ukfHkdh; vfLFkjrk] jsfM;ks/kehZ {k; fu;e] vYQk ¼α½ ohVk ¼β½ ,oa xkek ¼γ½ fdj.kks dk mRltZu] nzO;eku {k;] nzO;eku mtkZ rqY;rk] ukfHkdh; fo[kaMu] ijek.kq fj,DVj] ukfHkdh; lay;u A


Page 28 of 45

Bkslksa esa mtkZ cSaM % Bkslksa ds mtkZ cSaM ds vk/kkj ij pkyd] v/kZpkyd ,oa vpkydksa dk oxhZdj.k]

ih,u lfU/k] ih ,u Mk;ksM] lafU/k] V~kfUtLVj] nksyu ,oa izo/kZu ds :Ik esa VkafUtLVjA ykftd xsV ds

fl}kUr ¼,,uMh] vksvkj ,oa ,u vksVh½ ,ukykx ,oa vadh; lapkj] Vsyhfotu ,oa jsfM;ksa esa vUrj]

ladsr lapj.k] ystj ,oa eslj dk fl}kUr] tu mRdze.k] LokHkfod ,oa mRrsftr mRltZu A

[kaM& ch jlk;u

ijek.kq lajpuk % oksgj dh vo/kkj.kk] Dok.Ve la[;k] byDVªkfyd foU;kl] le ukfHkdh; v.kqvksa ds vk.kfod d{kh;

fl)kur ¼,e-vks- fl)kUr½ ikmyh ds viotZu dk fl)kUrA

jklk;fud cU/k % csa?kqr la;kstdrk] lg la;kstdrk] ladj.k] ¼,l-ih vkSj Mh vkfdZVy ek=½ gkbMªkstu cU/kA

jsMkDl vfHkfØ;k % vkWDlhdj.k la[;k vkDlhdkjd ,oa vipk;d] jklk;fud vfHkfØ;k dks larqfyr djukA

jklk;fud lkE; vkSj jklk;fud xfrdh % lkE; fLFkjkad ¼dsoy xSlh voLFkk ds fy,½] yk&’kkrs fy, dk fl)kUr]

vkifud lkE;] vkslVokYM ds ruqrk dk fu;e] ty;kstu] ih&,p ,oa cQj foy;u] foysirk xq.kQy] le vk;u

izHkko] nj fLFkjkad ,oa izFke dksfV dh vfHkfØ;kA

vEy&{kkj dh vo/kkj.k % czkUlVsM ykjh ,oa fyfDl dh vo?kkj.kkA

oS|qr jlk;u % oS|qr foHko ,oa oS|qr jklk;fud Js.khA

mRizsjd % mRizsjd ds izdkj ,oa vuqiz;ksx

dksykbMh foy;u % foy;u ds izdkj ,ao cukus dh fof/k] czkmfu;u xfr] fV.My izHkko] LdUnu ,oa isiVhdj.k

foy;u ds dkyhxsfVo xq.k % ok"i nkc dk voueu] ijklj.k nkc] fgekad dk vou;u] DoFkukad dk mUu;u v.kqHkkj

Kkr djukA

vkorZ lkj.kh % bysDVªkfud foU;kl ds vk/kkj ij rRoksa dk oxhZdj.k] ,l-ih- vkSj Mh-Cykd ds rRoksa ds xq.k] vk;uu

foHko fo|qr _.kkRedrk] vkSj bysDVªku cU/kqrkA

fuEu ds cukus क� fof/k ,oa xq.k/k;Z % gkbMªkstu ijkDlkbM] dkij] lYQsV] flYoj ukbVªsV] IykLVj vkWQifjl] cksjsDl]

eksgj yo.k] fQVdjh] lQsn ,oa yky lhlk] ekbØksdkfLed yo.k] Cyhfpax ikmMj ,oa lksfM;e Fkk;ks lYQsVA

m"ek jlk;u % m"ek{ksih ,oa m"ek’kks"kh vfHkfØ;k] vfHkfØ;k m"ek] ngu m"ek] mRiknu m"ek] mnklhuhdj.k m"ek]

gSal dk fu;eA

lkekU; dkcZfud jlk;u % dkcZfud ;kSfxdks ds vkdkj] b.MfDVo izHkko] ehlksefjd izHkko] bysDVªku Lusgh ,oa ukfHkd

Lusgh] fj,D’kuA b.Vj ehfM,V % dkcksZfu;e vk;u] dkcksZfu;e] o eqDr ewyd dkcZfud vfHkfØ;k ds izdkj] dSfutkjks]

ÝhMe dk¶V] ikfdZu] ,YMksy la?kuuA

lekiork % lajpuk leko;rk] T;kferh; ,oa izdk’kh; leko;rkA vkbZ-;w-th-,-lh- ds vuqlkj lkekU; dkcZfud

;kSfxdksa dk ukedj.kA

cgqyd % ;ksxkRed ,oa la?kuu cgqydA

dkcksZgkbMªsV % eksuks lsdsjkbMA

fuEu ds cukus dh fof/k ,oa xq.k/keZ % gkbMªksdkcZu] eksusk gkbfMªd ,YdksgYk] ,fLMgkbM] dhVksu] ekuskdkcZfuDl fyd

vEy] izkbejh ,ehu] csUthu] ukbVªkscfDlu] ,fuyhu] fQuk;y] csUtfYMgkbM] csUtksbd ,flM] fxzxukMZ vfHkdeZdA

Bksl vo’;k % lkekU; v;kfud ;kSfxdks dh lajpuk] fØLVy nks"k ¼dsoy fcUnq nks"k½ ckuZ&gScj pØA

isVªksfy;e % egRoiw.kZ vks|ksfxd vo’ks"k] LQksVu vkDVsu la[;k] viLQksVd jks/kh ;kSfxdA

[kaM & lh% xf.kr

chtxf.kr% laca/k vkSj dk;Z] Mh&ekxZu fu;e] çfrykse laca/k] lerqY;rk laca/k] ihuks ds Lo;afl)rk] lekurk laca/k

vkSj iw.kkaZd ds ek/;e ls ifjes; vkSj iw.kkaZd dh ifjHkk"kk] lwpdkad vkSj ,d lkFk] f}?kkr lehdj.kksa ds lek/kku] ,-

ih-] th-ih- vkSj ,p-ih- fo'ks"k tksM+ ;kuh ∑n2 vkSj ∑n3 (n∈N ), vkaf'kd va'k] fdlh lwpdkad ds fy, f}in

çes;] ?kkrh; Jà[kyk] y?kqx.kd vkSj y?kqx.kd Jà[kykA fu/kkZjd vkSj muds mi;ksx ,d lkFk jSf[kd lehdj.kksa dks gy

djus esa] eSfVªDl ds chtxf.kr] eSfVªDl dk O;qRØe] lehdj.kksa dks gy djus ds fy, eSfVªDl dk mi;ksxA

laHkkO;rk% ifjHkk"kk] vkfJr vkSj Lora= ?kVuk,¡] tksM+ vkSj xq.kk ij la[;kRed leL;k] laHkkO;rk dk fl)karA


Page 29 of 45

f=dks.kfefr% igpku] f=dks.kferh; lehdj.k] f=dks.k ds xq.k] f=dks.k dk gy] Å¡pkbZ vkSj nwfj;k¡] O;qRØe Qyu] tfVy

la[;k,¡ vkSj muds xq.k] ,drk dh ?ku tM+sa] Mh&eksboj dh çes;A

leU;od ft;ksesVªh½ % lh/kh js[kkvksa dh tksM+h] lfdZyksa] nwljh fMxzh ds lkekU; lehdj.k] ijcksyk] nh?kZo`Ùk vkSj

gkbijcksyk] 'kadq dk vuqjs[k.kA

iFkjh% dk;ksaZ dh lhek,¡ vkSj fujarjrk] dk;Z ds QaD'ku dh fHkUurk] Li'kZjs[kk vkSj lkekU;] eSfDlek vkSj fefuek ds

ljy mnkgj.k] vfuf'pr :i] Hkkxksa }kjk dk;Z dk ,dhdj.k] çfrLFkkiu }kjk vkSj vkaf'kd va'k ls] fuf'pr vfHkUu]

laLdj.kksa vkSj lrgksa ds fy, vkosnu xksys] 'kadq vkSj flysaMj dh dqaBkA igys Øe vkSj igyh fMxzh ds foHksnd

lehdj.k

osDVj% oSDVj ds chtxf.kr] nks vkSj rhu oSDVj ds Ldsyj vkSj osDVj mRikn vkSj muds vuqç;ksxA

xfr'khyrk% osx] osx dh lajpuk] lkisf{kd osx] Roj.k] Roj.k dh jpuk] xq#Rokd"kZ.k ds varxZr xfr] ç{ksI;] xfr ds

fu;e] xfr vkSj ÅtkZ ds laj{k.k ds fl)kar] fpdus fiaMksa dk çR;{k çHkkoA

fLFkfr foKku% leryh;] leorhZ vkSj lekukarj cyksa] {k.kksa vkSj tksM+ksa dh lajpuk] leryh; cyksa ds lsV dk ifj.kke

vkSj larqyu dh fLFkfr] ljy ekeyksa esa dsUnzd dk fu/kkZj.k] ?k"kZ.k ls tqM+h leL;k,aA

PAPER – 2 (APTITUDE TEST FOR DIPLOMA HOLDERS IN ENGINEERING) Engineering Mechanics, Engineering Graphics, Basic Electrical Engg., Basic Electronics Engg., Elements of computer science, Basic Workshop Practice and Physics/Chemistry/Maths of Diploma standard. PAPER-3 (APTITUDE TEST FOR BBA) Qualitative and Quantitative Aptitude:Number System, Profit & Loss, Percentage & Average, Work & Time, HCF & LCM, Ratio & Proportion, Time-Speed-Distance, Algebra & Geometry, Coding & Decoding, Multidimensional Arrangements, Visual Reasoning, Course of Action, Critical Reasoning, Statement Conclusions, Pie Chart, Syllogisms, Puzzles English:Verbal Reasoning, Syllogisms, Jumbled Paragraphs, Sentence Completion, Sentence Correction, Same Word & different usage, Idioms & Analogies, Synonyms & Antonyms, One-word Substitution. PAPER – 4 (APTITUDE TEST FOR MBA) The test is aimed at evaluating the verbal ability, quantitative aptitude, logical and abstract reasoning and knowledge of current affairs. The following is a brief description of contents of the test paper. Section-A(English Language): Grammar, vocabulary, uncommon words, sentence completion, synonyms, antonyms, relationship between words and phrases and comprehension of passages. Section-B(Numerical Aptitude): Numerical calculation, arithmetic, simple algebra, geometry and trigonometry, Interpretation of graphs, charts and tables. Section-C (Thinking and Decision Making): Creative thinking, unfamiliar relationships, verbal reasoning, finding patterns trends and Assessment of figures and diagrams. Section-D (General Awareness): Knowledge of current affairs and other issues related to trade, industry, economy, sports, culture and science. PAPER – 5 (APTITUDE TEST FOR MCA) (i) MATHEMATICS Modern Algebra: Idempotent law, identities, complementary laws, Demorgan’s theorem, mapping, inverse relation, equivalence relation, Piano’s Axiom, definition of rational numbers and integers through equivalence relation. Algebra: Surds, solution of simultaneous and quadratic equations, arithmetic, geometric and harmonic progression, Binomial theorem for any index, logarithms, exponential and logarithmic series, determinants. Probability: Definition, dependent and independent events, numerical problems on addition and multiplication of probability, theorems of probability.


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Trigonometry: Simple identities, trigonometric equations, properties of triangles, use of mathematical tables, solution of triangles, height and distance, inverse functions, DeMoiver’s theorem. Co-Ordinate Geometry: Co-ordinate geometry of the straight lines, pair of straight lines, circle, parabola, ellipse and hyperbola and their properties. Calculus: Differentiation of function of functions, tangents and normal, simple examples of maxima of minima, limits of function, integration of function (by parts, by substitution and by partial fraction), definite integral (application to volumes and surfaces of frustums of sphere, cone and cylinder). Vectors: Position vector, addition and subtraction of vectors, scalar and vector products and their applications. Dynamics: Velocity, composition of velocity, relative velocity, acceleration, composition of acceleration, motion under gravity, projectiles, laws of motions, principles of conservation of momentum and energy, direct impact of smooth bodies, pulleys. Statics: Composition of co-planar, concurrent and parallel forces, moments and couples, resultant of set of coplanar forces and conditions of equilibrium, determination of Centroids in simple case, problems involving friction. Statistics:Theory of probability, Mean, Median, Mode, Dispersion and Standard Deviation. (ii) COMPUTER AWARENESS Organization of a computer, Central Processing Unit (CPU), Structure of instructions in CPU, input / output devices, computer memory, memory organization, back-up devices, Representation of characters, integers, and fractions, binary and hexadecimal representations, Binary Arithmetic: Addition, subtraction, division, multiplication, Logical Gates: AND, OR, NOT, XOR, NAND, Block structure of computers, peripheral devices, devices, Computer languages: Machine, Assembly and high-level language, Flow chart and Algorithms (iii) ANALYTICAL ABILITY Questions shall be set to test analytical and reasoning capability of candidates. PAPER-6 (M.Tech. Admission Test) For admission to M.Tech. programme, the admission test shall include objective type questions from the core subjects of the respective disciplines. PAPER-7 (M.Sc. Physics Admission Test) Mathematical Methods: Calculus of single and multiple variables, partial derivatives, Jacobian, imperfect and perfect differentials, Taylor expansion, Fourier series. Vector algebra, Vector Calculus, Multiple integrals, Divergence theorem, Green's theorem, Stokes' theorem. First order equations and linear second order differential equations with constant coefficients. Matrices and determinants, Algebra of complex numbers. Mechanics and General Properties of Matter: Newton's laws of motion and applications, Velocity and acceleration in Cartesian, polar and cylindrical coordinate systems, uniformly rotating frame, centrifugal and Coriolis forces, Motion under a central force, Kepler's laws, Gravitational Law and field, Conservative and non-conservative forces. System of particles, Center of mass, equation of motion of the CM, conservation of linear and angular momentum, conservation of energy, variable mass systems. Elastic and inelastic collisions. Rigid body motion, fixed axis rotations, rotation and translation, moments of Inertia and products of Inertia, parallel and perpendicular axes theorem. Principal moments and axes. Kinematics of moving fluids, equation of continuity, Euler's equation, Bernoulli's theorem. Oscillations, Waves and Optics: Differential equation for simple harmonic oscillator and its general solution. Superposition of two or more simple harmonic oscillators. Lissajous figures. Damped and forced oscillators, resonance. Wave equation, traveling and standing waves in one-dimension. Energy density and energy transmission in waves. Group velocity and phase velocity. Sound waves in media. Doppler Effect. Fermat's Principle. General theory of image formation. Thick lens, thin lens and lens combinations. Interference of light, optical path retardation. Fraunhofer diffraction. Rayleigh criterion and resolving power. Diffraction gratings. Polarization: linear, circular and elliptic polarization. Double refraction and optical rotation.


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Electricity and Magnetism: Coulomb's law, Gauss's law. Electric field and potential. Electrostatic boundary conditions, Solution of Laplace's equation for simple cases. Conductors, capacitors, dielectrics, dielectric polarization, volume and surface charges, electrostatic energy. Biot-Savart law, Ampere's law, Faraday's law of electromagnetic induction, Self and mutual inductance. Alternating currents. Simple DC and AC circuits with R, L and C components. Displacement current, Maxwell’s equations and plane electromagnetic waves, Poynting's theorem, reflection and refraction at a dielectric interface, transmission and reflection coefficients (normal incidence only). Lorentz Force and motion of charged particles in electric and magnetic fields. Kinetic theory, Thermodynamics: Elements of Kinetic theory of gases. Velocity distribution and Equipartition of energy. Specific heat of Mono-, di- and tri-atomic gases. Ideal gas, van-der-Waals gas and equation of state. Mean free path. Laws of thermodynamics. Zeroth law and concept of thermal equilibrium. First law and its consequences. Isothermal and adiabatic processes. Reversible, irreversible and quasi-static processes. Second law and entropy. Carnot cycle. Maxwell's thermodynamic relations and simple applications. Thermodynamic potentials and their applications. Phase transitions and Clausius-Clapeyron equation. Ideas of ensembles, Maxwell-Boltzmann, Fermi-Dirac and Bose-Einstein distributions. Modern Physics: Inertial frames and Galilean invariance. Postulates of special relativity. Lorentz transformations. Length contraction, time dilation. Relativistic velocity addition theorem, mass energy equivalence. Blackbody radiation, photoelectric effect, Compton effect, Bohr's atomic model, X-rays. Wave-particle duality, Uncertainty principle, the superposition principle, calculation of expectation values, Schrodinger equation and its solution for one, two and three dimensional boxes. Solution of Schrodinger equation for the one-dimensional harmonic oscillator. Reflection and transmission at a step potential, Pauli exclusion principle. Structure of atomic nucleus, mass and binding energy. Radioactivity and its applications. Laws of radioactive decay. Solid State Physics, Devices and Electronics: Crystal structure, Bravais lattices and basis. Miller indices. X-ray diffraction and Bragg's law; Intrinsic and extrinsic semiconductors, variation of resistivity with temperature. Fermi level. p-n junction diode, I-V characteristics, Zener diode and its applications, BJT: characteristics in CB, CE, CC modes. Single stage amplifier, two stage R-C coupled amplifiers. Simple Oscillators: Barkhausen condition, sinusoidal oscillators. OPAMP and applications: Inverting and non-inverting amplifier. Boolean algebra: Binary number systems; conversion from one system to another system; binary addition and subtraction. Logic Gates AND, OR, NOT, NAND, NOR exclusive OR; Truth tables; combination of gates; de Morgan's theorem. Atomic Physics andLaser:Bohr and Sommerfeld model of atom. Idea of discrete energy levels and electron spin: Fanck – Hertz and Stern – Gerlach experiments. Significance of four quantum numbers and concept of atomic orbitals. Orbital magnetic dipole moment, Orbital, spin and total angular momenta, Larmor precession, Vector model of atom, Electronic configuration and atomic states, Spin-orbit interaction and fine structure, Intensity of spectral lines, General selection rules. Normal Zeeman Effect. Two valence electron atoms: LS and JJ coupling schemes and resulting spectra. Idea of normal and inverted doublet. Basics of stark effect. Einstein coefficients, Threshold condition for LASER action, Rate equation for three level laser system, Characteristics of laser radiation. He-Ne and Nd-YAG Laser. Significance of non-linear polarization of lasers and some applications: Second harmonic generation using non-linear optical methods. PAPER-7 (M.Sc. Maths Admission Test) Sequences and Series of Real Numbers: Sequence of real numbers, convergence of sequences, bounded and monotone sequences, convergence criteria for sequences of real numbers, Cauchy sequences, subsequences, Bolzano-Weierstrass theorem. Series of real numbers, absolute convergence, tests of convergence for series of positive terms- comparison test, ratio test, root test; Leibniz test for convergence of alternating series. Mathematical Programming: Simplex method, Dual Simplex method, Transportation Problem, Assignment Problem, Game Theory.


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Numerical Analysis: Finite differences, Numerical solutions of algebraic equation, Method of iteration and Newton-Raphson method, Rate of convergence, Solution of systems of linear algebraic equations using Gauss elimination and Gauss-Seidel method. Integral Calculus: Integration as the inverse process of differentiation, definite integrals and their properties, fundamental theorem of calculus. Double and triple integrals, change of order of integration, calculating surface areas and volumes using double integrals, calculating volumes using triple integrals. Differential Equations: Ordinary differential equations of the first order of the form �’=�(�,�), Bernoulli’s equation, exact differential equations, integrating factor, orthogonal trajectories, homogeneous differential equations, variable separable equations, linear differential equations of second order with constant coefficients, method of variation of parameters, Cauchy-Euler equation. Vector Calculus: Scalar and vector fields, gradient, divergence, curl, line integrals, surface integrals, Green, Stokes and Gauss theorems. Group Theory: Groups, subgroups, Abelian groups, non-Abelian groups, cyclic groups, permutation groups, normal subgroups, Lagrange’s Theorem for finite groups, group homomorphisms and basic concepts of quotient groups. Linear Algebra: Finite dimensional vector spaces, linear independence of vectors, basis, dimension, linear transformations, matrix representation, range space, null space, rank-nullity theorem. Rank and inverse of a matrix, determinant, solutions of systems of linear equations, consistency conditions, eigen values and eigenvectors for matrices, Cayley-Hamilton theorem. Real Analysis: Interior points, limit points, open sets, closed sets, bounded sets, connected sets, compact sets, completeness of R. Power series (of real variable), Taylor’s series, radius and interval of convergence, term-wise differentiation and integration of power series. Functions of One Real Variable: Limit, continuity, partial derivatives, differentiability, maxima and minima. Functions of Two or Three Real Variables: Limit, continuity, partial derivatives, differentiability, maxima and minima. PAPER-7 (M.Sc. Chemistry Admission Test) Reactions and reagents: Organometallic compounds - Grignard reagent - synthesis of different types of compounds like alcohol, aldehyde, acid, amine and organometallic. Acetoacetic ester - tautomerism - base hydrolysis - acid hydrolysis - malonic ester - cyano acetic ester - synthesis of dicarboylic acids and unsaturatedacids. Carbohydrates:Occurrence, classification and their biological importance.Monosaccharides: Constitution and absolute configuration of glucose and fructose, epimers and anomers, mutarotation, determination of ring size of glucose and fructose, Haworth projections and conformational structures. Alicyclic compounds, aromatic compounds, fats and oils: Alicyclic compounds - nomenclature - synthesis of alicyclic compounds using carbon - acroyloin condensation - Diels Alder reaction, Freunds’s synthesis - bayer's strain theory postulates, drawbacks - theory of strainless rings - conformations of cyclohexane. Amino Acids, Peptides and Proteins: Amino acids, Peptides and their classification. α-Amino Acids - Synthesis, ionic properties and reactions. Zwitterions, pKa values, isoelectric point and electrophoresis; Study of peptides: determination of their primary structures-end group analysis, methods of peptide synthesis. Synthesis of peptides using N-protecting, Nucleic acids: Structure of components of nucleic acids: Bases, Sugars, Nucleosides and Nucleotides. Nomenclature of nucleosides and nucleotides, structure of polynucleotides (DNA and RNA), Biological roles of DNA and RNA. Heterocyclic compounds and natural products: Heterocyclic compounds-synthesis and reaction of pyrrole ,furan ,thiophene, pyridine, quinine, isoquinoline. Alkaloids-Isolation from natural products-colour reaction-structural elucidation of nicotine. Terpenoids- Isolation - Isoprene rule-structural elucidation of citral. Polymer: Nomenclature, functionality, classification, methods of polymerization, mechanism of polymerization, molecular weight determination-Viscometry, light scattering methods. Plastics-Moulding constituents of a


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plastics and moulding of plastics into articles. Important thermoplastics and thermosetting resins- synthesis & applications. Conductivepolymers. Nucleophilic substitution: Reactivity, structural and solvent effects, substitution in SN1, SN2, SNi. Neighbouring group participation -Norbornyl and bridgehead systems, substitution at allylic and vinylic carbons, substitution by ambident nucleophiles, aromatic nucleophilic substitution, SN Ar, benzyne, SN1. Aromatic nucleophilic substitution of activatedhalides Elimination reactions: E1, E2, E1CB- mechanism, stereochemistry, orientation of double bonds - Hoffmann, Zaitsev, Bredts rule - pyrolytic elimination, Chugaev reaction. Oxidation and reduction: Reduction using hydride reagents, LiAlH4, NABH4 and other organoboranes. Theories of aromaticity: Aromaticity, antiaromaticity, Huckel’s rule, annulences and heteroannulenes, fullerenes (C60). Other conjugated systems, Chichibabin reaction. Aromatic electrophilic substitution: Orientation, reactivity, and mechanisms. Addition to carbon-carbon multiple bonds: Electrophilic, nucleophilic and free radical addition. Stereochemistry and orientation of the addition. Hydrogenation, halogenation, hydroxylation, hydroboration. Addition to carbonyl compounds - 1,2 and 1,4-addition, benzoin, Knoevenegal, Stobbe and Darzen glycidic ester reactions. Photochemistry: Characteristics of electromagnetic radiation, Lambert-Beer’s law and its limitations, physical significance of absorption coefficients. Laws of photochemistry, quantum yield, actinometry, examples of low and high quantum yields, photochemical equilibrium and the differential rate of photochemical reactions, photosensitised reactions, quenching. Gaseous state: Kinetic theory of gases, Vander waal's equation. Law of equipartition principle, Translational, Rotational and vibrational energies of molecules, Joule-Thomson effect, liquefaction of gases. Criticalconstants. Atomic structure: Photoelectric effect, dual nature of electrons, Heisenberg’s uncertainty principle, quantum numbers, electronic configuration, wavemechanics. Reaction kinetics: Rate order and molecularity of chemical reactions. Methods of their evaluation. Calculation of rate constants. Consecutive - Parallel and opposing reactions. Chain reactions. Energy of activation - Theories on reaction rates. Heterogeneous reactions - zero orderreactions. Phase equilibria: Phase rule: Application - to one components system (water, sulphur and carbon dioxide), Two component systems (Eutetic, Intermediate compound formation and solid solutions) and simple three componentsystems. Solutions and Colligative Properties: Dilute solutions; lowering of vapour pressure, Raoult’s law. Thermodynamic basis of the colligative properties - lowering of vapour pressure, elevation of Boiling Point, Depression of Freezing point and Osmotic pressure and derivation of expressions for these using chemical potential. Application of colligative properties in calculating molar masses of normal, dissociated and associated solutes in solutions. Electrochemistry: Conductivity of electrolytes- Specific, molar and equivalent conductivity, Nernst equation for electrode potential, EMF series, hydrogen electrode, calomel electrode, glass electrode, Electrolytic and galvanic cells, cell EMF, its measurement and applications. Ionic equilibrium: Acids, bases - definitions a) based on proton transference, dissociation constant, amphoteric electrolyte - pH -Buffer solutions. Salts - water of crystallization, double salts, complex ions and salts, hydrolysis. Decomposition potential, over voltage, e.m.f. and energy relations. Conductometry, Potentiometry, their applications, Fuelcells. Surface chemistry: Derivation of Langmuir adsorption isotherm, B.E.T adsorption isotherm, Determination of surface area of solids by B.E.T. method. Catalysis- Homogeneous catalysis, heterogeneous catalysis, Enzyme catalysis, adsorptionchromatography. Thermodynamics: Entropy as a thermodynamic quantity, entropy changes in isothermal expansion of an ideal gas, reversible and irreversible processes, physical transformations, work & free energy functions, Helmholtz and


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Gibbs free energy functions, Gibbs-Helmholtz equation, Gibbs-Duhem equation, Clapeyron-Clausius equation & its applications, Van't Hoff isotherm andapplications. Chemical Bonding: Basic concepts, bonding in metals, electron gas theory, physical properties of metals. Alloy-substitutional alloys, interstitial alloys. Coordinate bond, EAN rule, 16 & 18 electronrule. Shape& Intermolecular Interactions: Shape-Lewis dot structures, formal charge, VSEPR method, consequences of shape, dipole moment, valence bond theory; Intermolecular interactions-ion ion interactions, ion-dipole interactions, hydrogen bonding, dipole-dipole interactions, London / dispersion forces, relative strength of intermolecular forces; Consequences-surface tension. Solid State: Types of solids - close packing of atoms and ions - bcc , fcc structures of rock salt - cesium chloride- spinel - normal and inverse spinels, Stoichiometric Defect, controlled valency&Chalcogen semiconductors. Theories of coordination compounds - VB theory - CFT - splitting of d orbitals in ligand fields and different symmetries - CFSE - factors affecting the magnitude of 10 Dq - evidence for crystal field stabilization - spectrochemical series - site selection in spinels - tetragonal distortion from octahedral symmetry - Jahn-Teller distortion. Nuclear Chemistry: Mass defect and binding energy, nuclear reactions, fission and fusion, nuclear reactor and breeder reactors,radio dating. Electronic spectra and magnetism: Microstates, terms and energy levels for d1–d9 ions in cubic and square fields - selection rules - band intensities and band widths - evaluation of 10 Dq and β for octahedral complexes of cobalt and nickel - charge transfer spectra - magnetic properties of coordination compounds - change in magnetic properties of complexes. Rotational spectra: Diatomic and polyatomic molecules - selection rules, rotational Raman spectra - vibrational spectra of diatomic molecules - rotational character of vibration spectra - morse potential of real molecules - selection rules - overtones and combination - Fermiresonance. Vibrational spectra: Polyatomic molecules - harmonic and anharmonic oscillators - Morse potential - selection rules - normal modes of vibrations of polyatomic molecules - selection rules - Fourier transformation in IR spectroscopy - Raman spectroscopy – fundamentals - rotational Raman - vibrational Raman spectra - IR/ Ramaninstrumentation. Periodic table of elements: s-block, p-block, d-block and f-block elements, their periodicity and general properties. Separation techniques: Solvent extraction, chromatography - thin layer chromatography, ion exchange chromatography and size exclusion chromatography, HPLC, Gaschromatography. PAPER-8 (Ph.D. Admission Test) For admission to Ph.D. programme, the admission test shall include objective type questions from the core subject of the respective disciplines.


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layXud& Mh

CERTIFICATE – 1 (izek.k i=&1)

vuqlwfpr tkfr@tutkfr(UPSC/UPST/GDSC/GDST) ¼vH;FkhZ ds tUe ftys ds ftyk eftLV~sªV@izFke Js.kh eftLVªsV }kjk izekf.kr½

;g izekf.kr fd;k tkrk gS fd Jh@dq0 --------------------------------------------------------- iq=@iq=h Jh ---------------------------------------- fuoklh

xkWao@'kgj ------------------------------------- rglhy ------------------------------------------------- ftyk ------------------------------------------- izns'k --------------------------

- dk tUe -------------------------------- tkfr esa gqvk Fkk vkSj ;g tkfr vuqlwfpr tkfr@tutkfr vkns'k ¼la'kks/ku½ ,DV 1956

ds vUrxZr Hkkjr ljdkj@mRrj izns'k 'kklu ----------------------------------------------------- ljdkj }kjk ekU; vuqlwfpr

tkfr@tutkfr gSA

vH;FkhZ ds gLrk{kj gLrk{kj

fnukad uke

LFkku eqgj

ftyk vf/kdkjh@vfrfjDr ftyk vf/kdkjh@

flVh eftLVªsV@ijxuk eftLVªsV@rglhynkj

Note: Proforma of certificate may be changed according to latest Govt. order.

CERTIFICATE – 2 (izek.k i=&2) mRrj izns'k ds vU; fiNMs+ oxZ ds fy, tkfr izek.k i= dk izi=(UPBC/GDBC)

;g izekf.kr fd;k tkrk gS fd Jh@Jherh@dqekjh ----------------------------------------------------------------- lqiq=@lqiq=h Jh -----------------------

--------------------------------------------------------------fuoklh xzke ---------------------------------------------------- rglhy ---------------------------------------- uxj ------------

---------------- ftyk --------------------------------------------- mRrj izns'k jkT; dh -------------------------------------- fiNMh tkfr ds O;fDr gSaA ;g

tkfr mRrj izns'k yksd lsok vuqlwfpr tkfr;ksa A vuqlwfpr tutkfr;ksa rFkk fiNMs oxksZa ds fy, vkj{k.k vf/kfu;e]

1994 dh vuqlwph & 1 ds vUrxZr ekU;rk izkIr gSA

;g Hkh izekf.kr fd;k tkrk gS fd Jh@Jherh@dqekjh ------------------------------------------------------------------------------ mDr vf/kfu;e 1994

dh vuqlwph &2 ¼vf/klwpuk la[;k &22@16@92&dk 02@1995 Vh0 lh0 fnukad 8 fnlEcj] 1995 }kjk ;Fkk la'kksf/kr½

ls vkPNkfnr ugha gSA

Jh@Jherh@dqekjh ---------------------------------------------------------------- rFkk vFkok mudk ifjokj mRrj izns'k ds xzke ----------------------

Jh@Jherh@dqekjh --------------------------------------- uxj -------------------------------------------- ftyk ----------------------------------- esa lkekU;r;k jgrk

gSA

vH;FkhZ ds gLrk{kj gLrk{kj

fnukad uke

LFkku eqgj

ftyk vf/kdkjh@vfrfjDr ftyk vf/kdkjh@

flVh eftLVsªV@ijxuk eftLVªsV@rglhynkj

uksV&vH;FkhZ /;ku nsa fd m0iz0 ds vU; fiNM+s oxZ ds fy, tkfr izek.k ekpZ 31] 2020 ds i'pkr dk cuk gqvk gksuk

vko';d gS D;ksafd dzhehys;j ds vUrxZr vkus okys vH;fFkZ;ksa dks vkj{k.k dk ykHk vuqeU; ugha gSA


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CERTIFICATE – 3¼izek.k i=–3½ mRrj izns'k lkekU; fuoklh ds iq=@iq=h (UPGD/GDSC/GDST/GDBC)

¼ml ftys ds vf/kdkjh }kjk izekf.kr ftl ftyss ds ekrk@firk fuoklh gS½

;g izekf.kr fd;k tkrk gS fd Jh@Jherh ¼vH;FkhZ ds firk@ekrk dk uke½ ------------------------------------------------------firk@ekrk

Jh@dq0¼vH;FkhZ dk uke½--------------------------------------------------------------------------------- mRrj izns'k ds xk¡o@'kgj ------------------------------------

---- rglhy ---------------------------------------------ftyk ------------------------------------- ds lkekU; fuoklh gSa rFkk Jh@dq0 ¼vH;FkhZ dk uke½ -

-------------------------------------------------------------------------vius firk@ekrk ij iw.kZr;k vkfJr gSaA mDr irs ij Jh@dq0 ¼vH;FkhZ dk

uke½ -------------------------------------------------------------------------ds ekrk@firk lkekU;r% fuokl djrs gSaA

fnukad gLrk{kj ftyk eftLVªsV

LFkku iwjk uke

inuke

eqgj

¼ftyk eftLVªsV dh lhy½

*ftyk eftLVªsV vFkok ftyk eftLVªsV }kjk vf/kÑr vij ftyk eftLVªsV@lc fMohtu eftLVªsV }kjkizek.k i= gh

ekU; gksaxs tks 'kk0vk0 la0&157@rhu &2003&77¼II½@83 fnukad 18 Qjojh] 2003 ds v/khu tkjh fd;k tk;sxkA

uksV&izek.k i=&3 vH;FkhZ ds ekrk@firk dk cuk gksuk pkfg, D;ksafd vH;FkhZ ftUgksaus vgZdkjh ijh{kk mRrj izns'k ds

ckgj fLFkr fdlh fo|ky; ls mRrh.kZ dh gS ijUrq muds ekrk@firk mRrj izns'k ds lkekU;fuokl gSa ijh{kk esa cSBus

ds ik= gSaA

---------------------------------------------------------------------------------------------------------------------

CERTIFICATE – 4(izek.k i=–4) (Sub-Category UPFF) mRrj izns'k yksd lsok ¼'kkjhfjd :i ls fodykax] Lora=rk laxzke lsukuh ds vkfJrksa vkSj HkwriwoZ lSfudksa ds fy,

vkj{k.k½ vf/kfu;e] 1993 ds vuqlkj LorU=rk laxzke lsukuh ds vkfJr ds izek.k i= dk izi=

izekf.kr fd;k tkrk gS fd Jh@Jherh ¼Lora=krk laxzke lsukuh dk uke½ ----------------------------------------------- fuoklh xzke -------

---------------------------------rglhy ------------------------------------------ uxj -------------------------------------------------- ftyk ---------------------------------------- mRrj

izns'k yksd lsok ¼'kkjhfjd :i ls fodykax] Lora=rk laxzke lsukuh ds vkfJrksa vkSj HkwriwoZ lSfudksa ds fy, vkj{k.k½

vf/kfu;e 1993 ds vuqlkj LorU=rk laxzke lsukuh gSa vkSj Jh@Jherh@dq0¼vkfJr vH;FkhZ dk uke½ -----------------------------

-------------------------------------------------------------- iq=@iq=h@ikS=@vfookfgr ikS=h mijkafdr vf/kfu;e] 1993 ds gh izko/kkuksa ds

vuqlkj mDr Jh@Jherh ¼LorU=rk laxzke lsukuh½ -------------------------------------------------------------- ds vkfJr gSaaA

fnukad gLrk{kj

LFkku iwjk uke ,oa Iknuke

eqgj ¼ftyk eftLVªsV dh lhy½

Note: Proforma of certificate may be changed according to latest Govt. order.


Page 37 of 45

CERTIFICATE – 5 ¼izek.k i=&5½ mRrj izns'k@lsuk ny(Sub-Category UPAF)

¼vafre ;wfuV ds vkfQlj dekfUMax@ftyk lSfud dY;k.k cksMZ }kjk izekf.kr½

;g izekf.kr fd;k tkrk gS fd Jh@Jherh ¼vH;FkhZ ds firk vFkok ekrk dk uke½ ---------------------------------------fuoklh

xkWao@'kgj -------------------------------------------------- rglhy ---------------------------------------------- ftyk ----------------------------------mRrj izns'k] ds

fnukad -------------------------dks lsok fuoRr (Superannuated) ;q) esa ekjs x;s@viax gks x;s@mRrj izns'k esa orZeku esa

rSukr gSA os Hkkjrh; Fkylsuk@tylsuk@ok;qlsuk ds LFkku ------------------------------------------------------ fnukad-------------------------- ls

fnukad -------------------------- rd dk;Zjr Fks@gSaAvH;FkhZ Department of Ex-Servicemen Welfare, Ministryof Defence, Government of India }kjk vf/klwfpr ¼Refer Appendix-F of University Admission Brochure½ çkFkfedrkvksa esa ls

çkFkfedrk uacj ¼Please enter a valid priority number applicable to this candidate as per Govt. order No. F.No.6(1)/2017/D (Res.II) dated November 30, 2017 ½ ------------------------------------------------------------------------------------ ¼dsoy 'kCnksa esa@only in words½ ds varxZr vgZ gS A

fnukad ;wfuV dekfUMax vkfQlj ds gLrk{kj

LFkku uke

eksgj

¼ftyk eftLVªsV }kjk izekf.kr½

;g izekf.kr fd;k tkrk gS fd Jh@dq0¼vH;FkhZ½ -------------------------------------------------------- fuoklh --------------------------------- mRrj izns'k

xkWao@'kgj ------------------------------ rglhy --------------------------- ftyk ----------------------------------- mijksDr lsuk ny ds lsok fuoRr

(Superannuated) ;q) esa ekjs x;s ;k viax gks x;s deZpkjh tks mRrj izns'k ds LFkk;h fuoklh gSa@Fks] ds iq=@iq=h

gSa vFkok izos'k ijh{kk dh frfFk ¼12 ebZ 2019½ dks mRrj izns'k Hkkjrh; Fkylsuk@ty lsuk@ok;qlsuk esa dk;Zjr Fks@gSaA

fnukad gLrk{kj

LFkku uke

eksgj


Page 38 of 45

CERTIFICATE – 6(izek.k i=–6) (Sub-Category UPHC) ¼dkmfUlfyax esa tek djus gsrq½

'kkjhfjd fodykax ds vf/keku ds fy, izek.k i= ¼eq[; fpfdRlk vf/kdkjh }kjk izekf.kr½

1- ;g izekf.kr fd;k tkrk gS fd Jh@dq0¼vH;FkhZ½ ----------------------------------------------------------------------------------iq=@iq=h Jh ¼firk

dk uke½ -------------------------------------------------------------uhps fy[ks dkj.kksa ls 'kkjhfjd :i ls fodykax gSaA

¼dsoy eq[; fpfdRlk vf/kdkjh gh dkj.k fy[ksa½----------------------------------------------------------------------------------------------------

2- vH;FkhZ dh mijksDr fodykaxrk dks fuEu izdkj dh fodykaxrk dh Js.kh esa j[kk tk ldrk gSA

¼dì;kP dk fu'kku yxk;sa½

Type - I: Minimum 40% permanent Visual impairment Type-II: Minimum 40% permanent Locomotors disability Type-III: Minimum 40% permanent Speech Hearing impairment

3- ;g Hkh izekf.kr fd;k tkrk gS fd mijksDr fodykax fLFkfr vH;FkhZ ds bUthfu;fjax f'k{kk izkIr djus esa ck/kd

ugha gksxhA

vH;FkhZ ds gLrk{kj fpfdRlkf/kdkjh ds gLrk{kj

uke uke

fnukad eqgj


Page 39 of 45

CERTIFICATE – 7 (izek.ki=&7) mRrj izns'k xzkeh.k {ks= ds fy;s vf/keku (UPGE)

¼dkyst ds iz/kkukpk;Z }kjk izekf.kr½

;g izekf.kr fd;k tkrk gS fd Jh@dq0¼vH;FkhZ½ ------------------------------------------------------ us ---------------------------------------------------------------------

-------- dkyst xkWao ----------------------------------------------------------- ls b.VjehfM,V dh f'k{kk izkIr dhA ;g dkyst rglhy ------------------

---------------------- ftyk ----------------------------------------------- mRrj izns'k ds xzzkeh.k {ks= esa fLFkr gSa rFkk xzke iapk;r ds dk;Z {ks= ds

lhek ds vUnj gS vkSj ;g {ks= vkS|ksfxd fodflr {ks= ugha gSA

fnukad gLrk{kj

LFkku uke

eqgj

¼ftyk fo|ky; fujh{kd ,oa ftyk eftLVªsV }kjk izekf.kr½

iz/kkukpk;Z }kjk fn;k x;k dkyst dh fLFkfr ls laca/k mijksDr oDrO; izekf.kr fd;k tkrk gSA

fnukad gLrk{kj ftyk fo|ky; fujh{kd

LFkku uke

eqgj

fnukad izfr gLrk{kfjr ftyk eftLVªsV

LFkku uke

eqgj

-----------------------------------------------------------------------------------------------------------------

CERTIFICATE – 8(izek.k i=&8)

CHARACTER CERTIFICATE FROM THE HEAD OF THE INSTITUTION LAST ATTENDED

This is to certify that Sri/Km. __________________________________________________________ has been a bonafide student of __________________________________________________________ from _________________________________ to _______________________________________and has passed/appeared at the ____________________________________________________________ examination in the year __________________ Proctorial reports: 1. Has he/she involved himself/herself if any act of indiscipline? Yes/No 2. Has he/she been warned, Fined or punished for any act of indiscipline? Yes/No 3. Has he/she been restricted or expelled from Hostel of College for any reason? Yes/ No 4. Has he/she been involved in any act of indiscipline outside the College campus like group clashes or fraction fights etc. Yes/ No 5. Has he/she been addicted to drugs or intoxicants? Yes/ No General remarks (Please state your assessment of the student) Date: Signature_____________________ Name________________________ Designation __________________


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CERTIFICATE – 9 (izek.k i=&9) FORMAT FOR MEDICAL CERTIFICATE

(To be obtained from a Chief Medical Officer or Medical Officer of MMMUT, Gorakhpur)

This certificate has to be submitted at the time of admission in the University

Name of Candidate: Age: Sex:

MET-2020 Roll No.: Category: Subcategory and Weighatge:

Rank Position: Father's Name: ( To be filled in by the Candidate ) L.T. M.I.

Height Weight Chest Abdomen

VIS

ION

Colour Vision: Without glass: With glass:

History Operation Koch’sColic’s B.P. Seizures Asthma Piles Diabetes E X A M I N A T I O N

Pulse Tonsil DNS Hernia Pallor L.Nodes CSOM Hydrocele

Cardiovascular CNS Respiratory GIT Genitourinary Others

Is the candidate physically handicapped/Disabled: (Please tick) Yes/No If yes, type of handicap/disability: Type - I: Minimum 40% permanent Visual impairment (Please trick P the type of handicap/disability) Type-II: Minimum 40% permanent Locomoter disability Type-III: Minimum 40% permanent speech and Hearing impairment Any other finding: Certified that the candidate is physically fit/unfit/temporally disqualified to pursue engineering studies

Signature of Candidate Signature of the issuing Medical Officer (with Official stamp) ---------------------------------------------------------------------------------------------------------------------

CERTIFICATE – 10 (izek.k i=&10) UNDERTAKING BY CANDIDATE FOR MEDICAL FITNESS

I certify that I have no such physical handicap/disability which would hinder the pursuit of studies in the courses in which I am seeking admission. If at any stage it is found that I have a physical handicap/ disability which would hinder the pursuit of studies in the courses in which I am seeking admission then my admission will be liable to be cancelled. I will produce medical fitness certificate from a C.M.O./C.M.S. at the time of my joining the University.

Dated: Counter Signed by Father/Guardian Signature of the Candidate


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CERTIFICATE – 11 (izek.k i=&11)

vf[ky Hkkjrh; lsok ds m0iz0 dSMj ds vf/kdkfj;ksa@deZpkfj;ksa gsrq

izekf.kr fd;k tkrk gS fd Jh@Jherh ¼vH;FkhZ ds ekrk@firk dk uke½ --------------------------------------------------------------inuke --------

-------------------------foHkkx dk uke -------------------------------------------------------------- dSMj la[;k ---------------------------------vf[ky Hkkjrh; lsok ds

m0iz0 dSMj ds vf/kdkjh@deZpkjh gS rFkk orZeku esa bl dk;kZy; esa dk;Zjr gSaA ;g izek.k i= buds iq=@iq=h

¼vH;FkhZ dk uke½ -------------------------------------------------------------------dks enu eksgu ekyoh;izkS|kSfxdh fo'ofo|ky; esa izos'k gsrq

iznku fd;k tkrk gSA

fnukad% --------------------------------

foHkkxk/;{k@dk;kZy;k/;{k dk gLrk{kj

uke ,oa inuke

eqgj

--------------------------------------------------------------------------------------------------------

CERTIFICATE-12 (izek.k i=&12)

(Income Certificate) (dkmfUlfyax esa tek djus gsrq)

{ks=h; Hkwys[k fujh{kd rFkk ys[kiky dh tkap fjiksVZ ds vk/kkj ij izekf.kr fd;k tkrk gS fd --------------------------------------------

-----------------------------------------------------------------------------------------------(vkosnd ds vfHkHkkod@ekrk@firkdk uke) lqiq= ------------------------------

---------------------------------------------------------------------------------------------------------------------------fuoklh@xzke----------------------------------------------------------------------------

----------------ijxuk

------------------------------------------------------rglhy-------------------------------------------------uxj ------------------------------------------------------------------------------------------------

-------ftyk--------------------------------------------------jkT;------------------------------------------------------------------------------------------------------------ds Lo;a dh ekfld

vk; :i;k-------------------------------------------------------------rFkk okf"kZd vk; :i;k ---------------------------------------------------------------gSA

ys[kiky dh fjiksVZ ds vuqlkj vk; dk lzksr-------------------------------------------------------------------------------------------gSA

LFkku%

fnukWad%

rglhynkj

eqgj

uksV&vH;FkhZ /;ku ns fd m0iz0 ds vkfFkZd :i ls detksj vH;fFkZ;ksa ds fy, izek.k i= ekpZ 31] 2020 ds i'pkr

dk cuk gqvk gksuk vko”;d gSA


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ljdkj }kjk vf/klwfpr vuqlwfpr tkfr] vuqlwfpr tutkfr ,oa vU; fiNM+k oxZ tkfr

vuqlwfpr tkfr;kas dh lwph

1- vxfj;k 2-cknh 3 -cf/kd 4- cgsfy;k 5- cSxk 6- cSlokj 7- ctfu;k 8- cktxh 9- cygkj 10- cykbZ

11- ckYehfd 12- caxkyh 13- cuekuq"k 14- ckalQksj 15- cjokj 16- clksj 17- ckofj;k 18- csynkj 19- csfj;k

20- HkqbZ;k 21- Hkarw 22- HkqbZ;kj 23- cksfj;k 24- pekj] /kqfl;k] tkVo 25- psjks 26- ncxj 27- /kkaxj

28- /kkuqd 29- /kjdkj 30- /kksch 31- Mkse 32- Mksej 33- nqlk/k 34- ?kjkeh 35- ?kfl;k 36- Xoky 37- gcqjk

38- gjh 39- gsyk 40- dykckt 41- datM 42- dkifj;k + 43- djoy 44- [kSjgk 45- [kksjksV 46- [kjokj ¼csuckalh dks

NksM+dj½ 47- [kVhd 48- dksy 49- dksjck 50- ykycsxh 51- etgch 52- eqlgj 53- uV 54 ia[kk

55- ijfg;k 56- iklh] rjekyh 57- iVkjh 58- jkor 59- lgfj;k 60- lukSfjg;k 61- lkafl; 62- f'kYidkj 63- rqjSgk

64- e>okj 65- dksjh 66- xksaM

vuqlwfpr tutkfr;kas dh lwph

1- HkksfV;k 2- cqDlk 3- tkSulkjh 4- jkth 5- Fkk: 6- xksaM] /kqfj;k] uk;d] vks>k] iBkjh] jktxksaM] ¼egjktxat]

fl)kFkZuxj] cLrh] xksj[kiqj] nsofj;k] eÅ] vktex<+] tkSuiqj] cfy;k] xkthiqj] okjk.klh] fetkZiqj ,oalksuHknztuinksa

esa½] 7- [kjokj] [kSjokj]¼nsofj;k] cfy;k] xkthiqj] okjk.klh] ,oalksuHknztuinksa esa½] 8- lgfj;k ¼yfyriqj ftys esa½] 9-

ijfg;k ¼lksuHknz ftys esa½] 10- oSxk ¼lksuHknz ftys esa½] 11- ia[kk] ifudk ¼lksuHknz ,oafetkZiqjftys esa½] 12- vxfj;k

¼lksuHknz ftys esa½] 13- iVkjh ¼lksuHknz ftys esa½] 14- psjks ¼lksuHknz ,oaokjk.klhftys esa½] 15- Hkqb;k] Hkqfu;k ¼lksuHknz ftys

esa½]

vks0ch0lh0 ¼vU; fiNM+k oxZ½ tkfr;kas dh lwph

1- vghj] ;kno] Xokyk] ;nqoa'kh; 2- vj[k] vdZoa'kh; 3- dkNh] dkNh&dq'kokgk] 'kkD; 4- dgkj] d';i 5- dsoV]

eYykg] fu"kkn 6- fdlku 7- dksbjh 8- dqEgkj] iztkifr 9- dqehZ] puÅ] iVsy] iVuokj] dqehZ&eYy] dqehZ&lSaFkokj 10-

dEckst 11- dlxj 12- dqtM+k ;k jkbZu 13- xkslkb 14- xwtj 15- xM+sfj;k] iky] c?ksy 16- xn~nh] ?kkslh 17- fxfj 18-

fpdok] dLlkc] dqjS'kh] pd 19- Nhih] Nhik 20- tksxh 21- >kstk 22- MQkyh 23- reksyh] cjbZ] pkSjfl;k 24- rsyh]

reksyh] jksxuxj] lkgw] jkSfu;kj] xU/kh] vjkZd 25- nthZ] bnjhlh] dkdqRLFk 26-/khoj 27- uDdky 28- uV 29- uk;d

30- -Qdhj 31- catkjk] jadh] eqdssjh] eqdsjkuh 32- c<+bZ] lSQh] fo'odekZ] ikapky] jexf<+;k] tkfxM+] /kheku 33- ckjh 34-

cSjkxh 35- fcUn 36- fc;kj 37- Hkj] jktHkj 38- HkqthZ] HkM+Hkqtk] HkwWat] dkanw] d'kks/ku 39- HkfB;kjk 40- ekyh] lSuh 41-

efugkj] dpsj] y[ksjk 42- eqjko] eqjkbZ] ekS;Z 43- eksfeu ¼valkj½ 44- -fejklh 45- eqfLyedk;LFk 46- un~nkQ ¼/kqfu;k½]

eUlwjh] dUMsjs] dM+sjs] dj.k ¼d.kZ½ 47- ekjNk 48- jaxtst] jaxok 49- yks/k] yks/kk] yks/kh] yksV] yks/khjktiwr 50- yksgkj]

yksgkj&lSQh 51- yksfu;k] uksfu;k] xksys&Bkdqj] ykssfu;k&pkSgku 52- lksukj] lqukj] Lo.kZdkj 53- Lohij ] gyky[kksj 54-

gyokbZ] eksnuoky 55- gTtke] ukbZ] lyekuh] lfork] Jhokl 56- jk; flD[k 57- lDdk&fHk'rh] fHk'rh&vCcklh 58-

/kksch 59- dlsjk] BBsjk] rkezdkj 60- ukuckbZ 61- ehjf'kdkj 62- 'ks[k ljokjh ¼fijkbZ½] ihjkgh 63- eso] esokrh 64-

dks"Vk@dks"Vh 65- jksM+ 66- [kqejk] laxrjk'k] galhjh 67- eksph 68-[kkxh 69- raojfla?kkfM+;k 70- drqvk 71- ekghxhj 72-

nkaxh 73- /kkdM+ 74- xkMk 75- rarok 76- tksfj;k 77- iVok] iVgkjk] iVsgjk] nsooa'kh 78- tkV 79- dyky] dyokj]

dykj

foeqDrtkfr;kas dh lwph

1- i<+d 2- [kqjiyVk 3- eksafx;k ¼eksax½ 4- dtM+ ;k dqtcaf/k;k 5- flaxhokyk 6- vkS?kM+ 7- cSfj;k 8- cSn 9- HkkV 10-

pejexrk 11- tksxh 12- difM+;k 13-egkor ¼yaqxh iBku½ 14- dqyUnjQdhj 15- uVvFkokdjukVd 16- djcy 17-

ckofj;k 18- cklh

19- gcwMk 20- Mkse 21- [kfVd 22- catkjk 23- cgsfy;k 24- xksnkgkj 25- cjokj 26- cqthZ 27- lisjk ¼lisfj;k½ flaxthxkj

29- csynkj 30- enkjh 31- dadkyh 32- ctcklh 33- tksxk 34- fdafxfj;k 35- Hkrjh 36- dqjeafx;k ¼fgUnq egkor½ 37-

dueSfy;k 38- xkslkbZ 39- yksukpekj 40- iksf'k;ku 41-vgsfj;k ¼cgsfy;k½ 42- cnd 43- catkjk 44- ijokj 45- csfM+;k

46- ckofj;k 47- Hkj 48- cksfjxk 49- pekj 50- ndsjs] dgkj 51- Mkse 52- xaMhyk 53- /kkslhfgUnw 54- xtj 55- gcwM+k 56-

datj

57- dsrV 58- [kfVd 59- yks/k 60- eYykg 61- esokyh 62- eqlgj ¼cuekuq’k½ 63- uV 64- iyojnq’kk/k 65- iklh 66-

lkafl;k 67- yxkHkkV 68- vkSf/k;k 69- HkkWrw 70- ihf/k;k 71- ijoy


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Documents

ekyoh; izos k ijh{kk · 7- ijh{kk ek/;e] i)fr ,o ewY;kadu 8 8- ijh{kk grq 'kgj 8 9- ijh{kk dh vulph 9 10- ijh{kk fooj.k 10 11- ios'k i= 10 12- ewY;kadu vkj ifj.kke dh ?kks"k.kk 11