Bai Tap Ve Cac Ham Excel

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n Gi Thu

Tun Ngy

BNG TNH TIN THU XETn Khch Ngy Thu Nguyn L Giao Vy 1/20/2004 1/1/2004 3/20/2004 10/5/2004 Tng Cng Kt Qu Tham KhoYu Cu Cu 1

Quy i Ngy Tr 1/30/2004 1/17/2004 4/28/2004 10/26/2004 86 11 9 S Ngy Thu S Tun S Ngy L

Tnh S Ngy Thu Xe = Ngy Tr - Ngy Thu. Hy quy i S Ngy Thu thnh S Tun v S Ngy L V d : Nu S Ngy Thu l 10 ngy th quy i thnh 1 tun v 3 ngy l

Cu 2

Cu 3

Tnh gi tr cho ct Phi Tr bit rng Phi Tr = S Tun x n Gi Tun + S Ngy x n Gi Ngy v mi khch hng c gim 5% s tin Phi Tr. Tnh Tng Cng cho cc ct S Ngy Thu, S Tun, S Ngy L v Phi Tr nh dng v k khung cho bng tnh

Cu 4

Cu 5

650000 100000 Phi Tr

7647500

n Gi Tun + S Ngy x n Gi Ngy

BNG TNH TIN INKhch Hng Khu Vc Anh V Trang Lan Loan Thanh 1 2 3 3 2 1 S C 468 160 410 436 307 171Tng Cng Kt Qu Tham Kho 572 287,850

S Mi nh Mc 500 230 509 630 450 205

Tiu Th

Tin in

Yu Cu Cu 1 Cu 2 Cu 3

Xc nh ga tr cho ct nh Mc, bit rng : nh Mc cho khu vc 1 l 50, khu vc 2 l 100 v khu vc Tnh lng in tiu th ca mi h bit rng Tiu Th = S Mi - S C Tnh Tin in bit rng : Tiu in = Tiu Th * n Gi, trong : - Nu s KW Tiu Th =9 v khng c mn no im nh hn 8 - Kh : TB >=7 v khng c mn no im nh hn 6 - TB : TB >=5 v khng c mn no im nh hn 4 - Yu : Cc trng hp cn li

2002Xp Loi Kt Qu Tham Kho TB Y TB K TB TB TB G Y Y

Tng H S, trong :

BNG TNH TIN KHCH SNKhch Hng Ngc Jean Rooney Thanh Madona Hoa Jovani Daniela Bacbara Hi Quc Tch VN ANH Nht VN M VN Y H Lan Anh VN Tng Cng Ngy n 12/15/2002 6/5/2002 4/1/2002 8/9/2002 2/7/2002 12/4/2002 6/2/2002 9/7/2002 1/31/2002 11/7/2002 Ngy i 12/30/2002 7/6/2002 4/30/2002 10/13/2002 2/15/2002 12/30/2002 7/4/2002 9/19/2002 2/14/2002 12/9/2002 S Ngy Loi Phng A C B B A C C B A B

Kt Qu Tham KhoYu Cu Cu 1

264

Hy tnh S Ngy cho mi khch du lch bit rng S Ngy = Ngy i - Ngy n

Cu 2

Tnh n Gi cho mi Loi Phng, bit rng: - Loi Phng l A th n Gi l 50000 - Loi Phng l B th n Gi l 30000 - Loi Phng l C th n Gi l 20000

Cu 3

Tnh Thnh Tin bit rng Thnh Tin = S Ngy * n Gi tin phng

Cu 4

Tnh Tin Gim cho mi du khach bit rng : - Nu Ngy n l Ch Nht v S Ngy >=30 th c gim 10% Tin Phng - Nu S Ngy >=25 th c gim 5% Tin Phng - Cc trng hp khc th khng gim

Cu 5

Tnh s tin Phi Tr = Thnh Tin - Tin Gim

Cu 6

Hon thnh cc thng tin sau (Thay cc du ? bng cc cng thc tnh ton ) a. S khch du lch c quc tch Vit Nam ? b. T l % gia khch du lch Vit Nam v Nc Ngoi ? c. Tng S Ngy ca khch nc ngoi ? d. C bao nhiu khch c tn bt u l ch H ? e. C bao nhiu khch c bao nhiu khch c S Ngy = 5 th ghi "t" - Hc sinh no c 2 mn thi im >= 5 th ghi "Thi Li" - Cc trng hp cn li th ghi "Hng"

Cu 2

Cu 3

Hy to gi tr cho ct Thi Li bit rng: - Hc sinh no b Thi Li th ghi tn mn thi li (Tc l tn mn thi c im =100% ) th c tnh 100% Gi Tr Hp ng

Cu 4

Tnh Gi Tr Hp ng Cn Li = Gi Tr Hp ng - Tin ng Hp ng

Cu 5

Tnh Tng Cng cho cc ct Tin ng Hp ng v Gi Tr Hp ng Cn Li

HC HIN HP NGT L % Hon Thnh Tin ng Hp ng Gi Tr H Cn Li

Kt Qu Tham Kho

67,866,667

14,133,333

g 1 v tra Bng 2, hy in gi tr cho ct Loi Hp ng

y Thc Hin H (Tnh n Ngy Kim Tra )

a Thng k hp ng

ng th da vo Loi Hp ng Bng 1 v tra Bng 2

hon thnh * Gi Tr Hp ng. Trng hp Hp ng no

nh >=100% ) th c tnh 100% Gi Tr Hp ng

ng - Tin ng Hp ng

v Gi Tr Hp ng Cn Li

BNG THEO DI TIN BO HIMM S Nhn Vin Q1-001 Q2-002 Q3-003 Q1-004 Q2-005 Q3-006 Mc Lng 400,000 500,000 600,000 550,000 450,000 700,000 Tng Cng Bnh Vin iu Tr a khoa Qun 3 a khoa C17 C17 Qun 3 Tin Bo Him Ghi Ch

BNG TRA M Tuyn Q1 Q2 Q3 Yu Cu Cu 1 Tnh Tin Bo Him cho mi bnh nhn bit rng Tin Bo Him = Mc Lng * Mc Bo Him, trong Mc Bo Him 5% 10% 15% Bnh Vin Bo Him a khoa C17 Qun 3

Mc Bo Him ca tng ngi bnh c quy nh bi hai k t u tin bn tri ca M S Nhn Vin v

Cu 2

Tnh Tng Tin Bo Him

Cu 3

To gi tr cho ct Ghi Ch: Nu bnh nhn no mua Bo him v iu tr ti cng mt Bnh vin th ghi l

Trong : Bnh vin m Bnh nhn mua Bo him th da vo hai k t u tin bn tri ca M S Nh

V d : Bnh nhn Q1-001: Bnh vin bo him l a Khoa m iu tr cng ti a Khoa th l "Trng Tuy cn nu iu tr ti bnh vin khc th l "Tri tuyn"

Cu 4

nh dng v k khung cho bng tnh

Kt Qu Tham Kho Trng tuyn Tri tuyn Tri tuyn Tri tuyn Trng tuyn Trng tuyn

im = Mc Lng * Mc Bo Him, trong : t u tin bn tri ca M S Nhn Vin v tra theo Bng Tra

v iu tr ti cng mt Bnh vin th ghi l "Trng tuyn", ngc li l "Tri tuyn" hai k t u tin bn tri ca M S Nhn Vin v tra theo Bng Tra iu tr cng ti a Khoa th l "Trng Tuyn",

Cng ty Xut nhp khu

TNH HNH XUT HNG NNG SN QU 1 - 2002M Hng GTD-1 GTH-2 GNH-3 GTT-2 GNH-3 GTD-2 GTH-3 Tng Cng Kt Qu Tham Kho Bng Tra Loi 1 20 15 10 30 2 40 45 20 40 3 60 75 30 50 1632 68,790 4,132.4 64,657.6 Tn Hng S Lng Thnh Tin Tin Gim Phi Tr 100 245 278 189 256 289 275

M Hng GTD GTH GNH GTT

Tn Hng Go trng di Go thm Go Nng Hng Go trng trn

Yu Cu Cu 1 Da vo 3 k t bn tri ca M Hng v tra trong Bng Tra, hy in tn cho cc mt hng Cu 2 Hy tnh Thnh Tin, bit rng Thnh Tin = S Lng * n Gi, trong : n Gi ca mi mt hng th tra trong Bng Tra da vo M Hng Cu 3 Tnh Tin Gim cho mi loi hng bit rng Tifn Gim = Thnh Tin * %Gim, trong : %Gim cho mi mt hng da vo k t u tin bn phi, nu : + Bng 1 : th c gim 3% + Bng 2 : th c gim 5% + Bng 3 : th c gim 7%

Cu 4 Cu 5

Tnh Phi Tr = Thnh Tin - Tin Gim Tnh Tng Cng cho cc ct S Lng, Thnh Tin, Tin Gim v Phi Tr

y in tn cho cc mt hng

nh Tin * %Gim, trong : %Gim

Trng PTTH L T Trng

BNG IM THI XP LOI HC TPTn HS L Vn Tho Thnh Trc Vit Ho Hong Trinh Nht Thi Bnh M Lp Chuyn Ton Anh a Vn S a Ho L Trung Sinh L Ho Php MN THI Ton 6 10 5 9 8 4 7 9 7 9 6 9 8 L 5 8 8 7 9 6 5 10 8 8 5 6 6 Ho 9 9 6 9 6 7 8 9 9 8 7 7 7 Vn 4 9 7 6 9 6 5 10 9 8 5 7 5 S 5 9 6 8 3 7 5 9 8 8 6 7 6 a 6 10 6 7 8 8 7 7 7 6 6 8 7 Anh Php Trung 9 10 9 7 8 9 8 10 4 9 8 7 7 6 9 2 6 6 6 9 10 7 6 7 3 6 6 10 6 6 7 7 5 9 7 8 8 6 5

Yu Cu Cu 1 Tnh TB = Tng im / Tng H S bit rng Hc sinh hc lp chuyn mn hc no th im thi mn c tnh h s 2 . Cu 2 in gi tr cho ct Ghi Ch bit rng : - Hc sinh thi tt c cc mn vi s im >=5 ghi l "t" - Hc sinh hc lp chuyn m thi mn chuyn c im < 5 hoc c trn 1 mn thi c im < 5 th ghi l - Hc sinh thi c mt mn im < 5 ghi l "Thi Li" Cu 3 Hy to gi tr cho ct Thi Li bit rng: - Hc sinh no b Thi Li th ghi tn mn thi li (Tc l tn mn thi c im 150 sau ngy 01/06/2003. S dng chc nng lc bng Advanced Filter, hy lc ra danh sch:

Cu 1 Cu 2 Cu 3 Cu 4 Cu 5

Cc mt hng Loai 1 Cc mt hng c NhapKho >=500 v TonKho>400 Cc mt hng Loai 3 v c XuatKho < 300 Cc mt hng c XuatKho >=250 trong thng 10 Cc mt hng c NhapKho, XuatKho,TonKho>100 trong khong thi gian t ngy 1 n ngy 15

ANHTonKho 610 827 61 570 124 198 498 794 354 365

Kt Qu ? ? ? ? ? ? ? ? ? ? ? ? ? ?

KQ Tham Kho 2 3 2216 402 124 202 2539 2570 1470 3.25% 372 1313 52.94% 681

hng C l bao nhiu?

ho >=500 l bao nhiu?

oc XuatKho >=200 l bao nhiu?

? ? ? ?

1358 639 480 827 2954 2993

cc thng 10,11 v 12)

? ?

ngy Th By v Ch Nht l bao nhiu?

nh sch theo yu cu sau:

m dn theo NhapKho

ng AutoFilter, hy lc ra danh sch:

Advanced Filter, hy lc ra danh sch:

V Biu Cu 1 V biu hnh ct minh ho cho cc s liu sau:Xem biu mu

TNH HNH KINH DOANHTn Hng Mc Bo Ng Nghu C Cu 2 Nhp Kho 263 405 401 381 Xut Kho 202 281 203 16 Tn Kho 61 124 198 365Xem th mu

V th ca hm s y=x3

Biu Tnh Hnh Kinh Doanh Tnh hnh Nhp Xut Tn

450

S Lng

400 350 300 250200

263

150 100 50 0

th ca hm s y=x3

u Tnh Hnh Kinh Doanh

h hnh Nhp Xut Tn

TNH HNH NHP XUT TN KHO405 401 381281 202 124 61 16 203 198 365

263

Mc

Bo Ng Mt Hng

Nghu

C

Nhp Kho

Xut KhoTn Kho

Nhp Kho