MCQ Bank

Subjects
All Subjects 1292 ACC311
F:210
210 ACC31Q
F:97
97 ACC501
F:248
248 BIF101
F:37
37 BIF401
F:27
27 BIF501
F:63
63 BIF602
F:3
3 BIF604
F:67
67 BIO101
F:17
17 BIO401
F:24
24 BIO503
F:48
48 BIO504T
F:12
12 BIO5101
F:25
25 BIO5105
F:18
18 BIO732
F:49
49 BNK601
F:129
129 BNK610
F:69
69 BNK611
F:102
102 BT101
F:80
80 BT102
F:53
53 BT201
F:246
246 BT301
F:30
30 BT302
F:35
35 BT401
F:163
163 BT402
F:37
37 BT403
F:43
43 BT404
M:9
9 BT405
F:41
41 BT406
F:106
106 BT501
F:141
141 BT503
F:74
74 BT504
F:67
67 BT505
F:68
68 BT511T
F:27
27 BT601
F:69
69 BT603
F:21
21 BT604
F:19
19 BT605
F:58
58 BT614T
F:37
37 CHE201
F:77
77 CS001
F:58
58 CS101
F:166
166 CS201
M:97 F:247
344 CS201P
F:200
200 CS202
F:192
192 CS204
F:77
77 CS205
F:87
87 CS206
F:57
57 CS301
F:141
141 CS301P
F:63
63 CS302
F:192
192 CS304
F:89
89 CS304P
F:147
147 CS306
F:75
75 CS311
F:132
132 CS312
F:47
47 CS314
F:84
84 CS315
F:57
57 CS401
F:117
117 CS402
M:67 F:140
207 CS403
F:162
162 CS403P
F:120
120 CS405
F:70
70 CS406
F:28
28 CS407
F:70
70 CS408
F:76
76 CS409
F:43
43 CS411
F:100
100 CS420
F:106
106 CS432
F:80
80 CS435
F:46
46 CS441
F:73
73 CS442
F:29
29 CS501
F:120
120 CS502
F:156
156 CS504
F:179
179 CS505
F:49
49 CS506
F:196
196 CS507
F:165
165 CS508
F:227
227 CS510
F:63
63 CS521
F:26
26 CS525
F:25
25 CS601
F:137
137 CS602
F:105
105 CS603
F:62
62 CS604
F:177
177 CS605
F:82
82 CS606
F:194
194 CS607
F:134
134 CS609
F:89
89 CS610
F:126
126 CS611
F:78
78 CS614
F:126
126 CS615
F:121
121 CS620
F:62
62 CS621
F:38
38 CS625
F:27
27 CS626
F:30
30 CS627
F:39
39 CS636
F:40
40 ECE302
F:21
21 ECO302
F:36
36 ECO303
F:20
20 ECO401
F:383
383 ECO402
F:99
99 ECO403
F:137
137 ECO404
F:129
129 ECO603
F:53
53 ECO606
F:108
108 ECO607
F:182
182 ECO609
F:48
48 ECO610
F:74
74 ECO613
F:50
50 ECO616
F:68
68 EDU101
F:72
72 EDU301
F:20
20 EDU302
F:57
57 EDU303
F:113
113 EDU304
F:33
33 EDU305
F:88
88 EDU401
F:117
117 EDU402
F:46
46 EDU403
F:37
37 EDU405
F:87
87 EDU406
F:75
75 EDU410
F:65
65 EDU411
F:312
312 EDU430
F:147
147 EDU431
F:62
62 EDU433
F:66
66 EDU501
F:42
42 EDU505
F:41
41 EDU510
F:15
15 EDU512
F:86
86 EDU515
F:12
12 EDU516
F:54
54 EDU601
F:129
129 EDU602
F:52
52 EDU604
F:103
103 EDU654
F:25
25 EDU705
F:26
26 EDUA430
F:77
77 ENG001
F:417
417 ENG101
F:344
344 ENG201
F:289
289 ENG301
F:340
340 ENG501
F:73
73 ENG502
F:55
55 ENG503
F:31
31 ENG504
F:44
44 ENG505
F:68
68 ENG506
F:60
60 ENG507
F:64
64 ENG508
F:61
61 ENG509
F:50
50 ENG510
F:41
41 ENG511
F:102
102 ENG512
F:44
44 ENG513
F:35
35 ENG514
F:57
57 ENG515
F:37
37 ENG516
F:50
50 ENG517
F:38
38 ENG518
F:65
65 ENG519
F:64
64 ENG520
F:40
40 ENG522
F:92
92 ENG523
F:76
76 ENG524
F:48
48 ENG529
F:34
34 ETH100
F:145
145 ETH201
F:20
20 FIN611
F:113
113 FIN621
F:168
168 FIN622
F:162
162 FIN623
F:203
203 FIN624
F:99
99 FIN625
F:96
96 FIN630
F:217
217 FIN702
F:56
56 GSC101
F:423
423 GSC201
F:47
47 HRM624
F:220
220 HRM627
F:300
300 ISL201
F:39
39 ISL202
F:903
903 IT430
F:280
280 IT601
F:31
31 IT602
F:33
33 MB502T
F:67
67 MCD403
F:20
20 MCD504
F:80
80 MCM101
F:98
98 MCM301
F:66
66 MCM304
F:52
52 MCM310
F:114
114 MCM311
F:96
96 MCM401
F:108
108 MCM411
F:76
76 MCM431
F:118
118 MCM501
F:105
105 MCM511
F:44
44 MCM514
F:21
21 MCM515
F:21
21 MCM516
F:55
55 MCM517
F:68
68 MCM520
F:67
67 MCM532
F:42
42 MCM601
F:99
99 MCM604
F:115
115 MCM610
F:85
85 MGMT611
F:205
205 MGMT623
F:160
160 MGMT625
F:126
126 MGMT627
F:130
130 MGMT628
F:234
234 MGMT629
F:99
99 MGMT630
F:112
112 MGT101
F:330
330 MGT111
F:197
197 MGT201
F:110
110 MGT211
F:175
175 MGT301
F:215
215 MGT401
F:30
30 MGT402
F:107
107 MGT404
F:135
135 MGT411
F:194
194 MGT501
F:396
396 MGT502
F:555
555 MGT503
F:325
325 MGT504
F:214
214 MGT510
F:561
561 MGT513
F:80
80 MGT520
F:231
231 MGT522
F:116
116 MGT601
F:121
121 MGT602
F:270
270 MGT603
F:330
330 MGT604
F:123
123 MGT605
F:66
66 MGT610
F:231
231 MGT611
F:122
122 MGT613
F:220
220 MGT713
F:44
44 MIC501T
F:40
40 MKT501
F:250
250 MKT530
F:71
71 MKT610
F:83
83 MKT621
F:94
94 MKT624
F:114
114 MKT630
F:127
127 MTH001
F:276
276 MTH100
F:216
216 MTH101
F:1292
1292 MTH102
F:32
32 MTH104
F:64
64 MTH201
F:68
68 MTH202
F:238
238 MTH301
F:406
406 MTH302
F:778
778 MTH303
F:160
160 MTH304
F:35
35 MTH401
F:226
226 MTH403
F:147
147 MTH404
F:41
41 MTH405
F:132
132 MTH501
F:366
366 MTH601
F:266
266 MTH603
F:160
160 MTH621
F:105
105 MTH622
F:62
62 MTH631
F:167
167 MTH632
F:97
97 MTH633
F:54
54 MTH634
F:67
67 MTH641
F:179
179 MTH642
F:76
76 MTH643
F:22
22 MTH645
F:63
63 MTH646
F:91
91 PAK301
F:155
155 PAK302
F:131
131 PAK522
F:51
51 PHY101
F:626
626 PHY301
F:95
95 PSC201
F:85
85 PSC401
F:48
48 PSY101
F:409
409 PSY401
F:166
166 PSY402
F:43
43 PSY403
F:262
262 PSY404
F:137
137 PSY405
F:174
174 PSY406
F:244
244 PSY407
F:175
175 PSY408
F:207
207 PSY409
F:143
143 PSY502
F:264
264 PSY504
F:126
126 PSY505
F:108
108 PSY511
F:69
69 PSY512
F:192
192 PSY513
F:175
175 PSY514
F:104
104 PSY515
F:140
140 PSY516
F:88
88 PSY610
F:81
81 PSY611
F:132
132 PSY631
F:116
116 PSY632
F:180
180 PSYP402
F:90
90 PSYP631
F:185
185 SE601
F:21
21 SE602
F:36
36 SOC101
F:1279
1279 SOC201
F:191
191 SOC301
F:63
63 SOC302
F:94
94 SOC401
F:143
143 SOC404
F:109
109 SOC609
F:82
82 SOC617
F:59
59 STA301
F:402
402 STA302
F:34
34 STA630
F:298
298 STA641
F:87
87 URD101
F:158
158 ZOO102
F:9
9 ZOO103
F:10
10 ZOO403
F:50
50 ZOO501
F:23
23 ZOO502
F:9
9 ZOO503
F:153
153 ZOO504
F:139
139 ZOO505
F:27
27 ZOO507
F:21
21 ZOO510
F:136
136 ZOO518T
F:20
20 ZOO519T
F:17
17
Koi subject nahi mila
MTH101 — PDF
Is subject ke saare MCQs ek PDF file mein download karne ke liye request karein.
1292 result(s)
MTH101 Final Term Unsolved
Q400

data:image/png;base64,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.

  • A) The area is dependent on the width of the interval [a, b].
  • B) The area is infinite.
  • C) The area is undefined.
  • D) The area is zero.
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q401

How does the axis of rotation impact the choice between using the disk method or the washer method?

  • A) It has no affect on the choice
  • B) It determines the shape of the solid
  • C) It determines the thickness of the cross-sections.
  • D) It affects whether the solid has holes or voids along the axis.
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q402

$\frac{{{x^4}}}{4} - \frac{1}{4} = \_\_\_\_\_.$

  • A) $\int\limits_1^x {{t^3}dt}$
  • B) $\int\limits_1^x {{t^4}dt}$
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q403

Which of the following statements is true about $\int\limits_0^1 {(\sin x\cos x)dx}$?

  • A) $$\int\limits_0^1 {(\sin x\cos x)dx} = \frac{1}{2}\int\limits_0^1 {\sin 2xdx}$$
  • B) $$\int\limits_0^1 {(\sin x\cos x)dx} = \int\limits_0^1 {\sin xdx} + \int\limits_0^1 {\cos xdx}$$
  • C) $$\int\limits_0^1 {(\sin x\cos x)dx} = 2\int\limits_0^1 {\sin xdx} \times 2\int\limits_0^1 {\cos xdx}$$
  • D) $$\int\limits_0^1 {(\sin x\cos x)dx} = \int\limits_0^1 {\sin xdx} - \int\limits_0^1 {\cos xdx}$$
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q404

Use cylindrical shells to find the volume of the solid generated when the region ‘R’ enclosed between $$y = 2x + 1$$ and $$y = - 2x - 3$$ in the interval [1,3] is revolved about the y-axis is ______.

  • A) $$V = \int\limits_1^3 {2\pi x\left( {(2x + 1) - ( - 2x - 3)} \right)} dx$$
  • B) $$V = \int\limits_1^3 {2\pi x\left( {(2x + 1) + ( - 2x - 3)} \right)} dx$$
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q405

$$Area\,\,of\,\,the\,\,\,region\,\,bounded\,\,by\,\,the\,\,curves\,\,y = x^2 + 2\,\,,\,\,y = \,\, - x\,\,\,\,;\,\,x = 0\,\,and\,\,x = 1\,\,is$$

  • A) $$\frac{3} {{16}}$$
  • B) $$None\,\,of\,\,these$$
  • C) $$\frac{17} {{6}}$$
  • D) $$\frac{5} {{16}}$$
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q406

In general, an antiderivative of a product is the product of the antiderivatives.

  • A) True
  • B) False
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q407

$$Evaluate\;\frac{d} {{dx}}\int_2^x t dt$$

  • A) $$x^3$$
  • B) $$x$$
  • C) $$x^2$$
  • D) none of these
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q408

In order to fully determine the anti derivative of a function f (F(x)), we must have..........

  • A) None of these
  • B) Integration constant.
  • C) Boundary conditions
  • D) Initial conditions.
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q409

What could be the value of x if $\int\limits_0^x {3dx} > 15$ ?

  • A) x>5
  • B) x>3
  • C) x>10
  • D) x>15
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q410

data:image/png;base64,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.

  • A) data:image/png;base64,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.
  • B) data:image/png;base64,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.
  • C) data:image/png;base64,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.
  • D) data:image/png;base64,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.
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q411

If f(x) =3x^2 then F(x) (antiderivative of f) will be

  • A) 6x+c
  • B) 6x
  • C) x^3+2
  • D) x^3+c
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q412

The integral of a constant function is 0.

  • A) False
  • B) True
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q413

$$\begin{gathered} If\,the\,curve\,\,y\, = \,f(x)\,\,over\,\,[a,\,b]\,is\,\,revolved\,about\,x - axis,\,then\,the\,volume\,is\,calculated\,by\,the\,formula\,\, - - - - - - - \ \end{gathered}$$

  • A) $$\int\limits_a^b {\pi \,[f(x)} ]^2 \,dx$$
  • B) $$\int\limits_a^b {\pi \,[f(x)} ]^3 \,dx$$
  • C) $$\int\limits_a^b {\pi \,[f(x)} ]^4 \,dx$$
  • D) $$\int\limits_a^b {\pi \,[f(x)} ] \,dx$$
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q414

In integration of $f(x)=x{{({{x}^{2}}+1)}^{3}}$ from x=0 to x=2 by substitution method, we take $u={{x}^{2}}+1$ then $du$= ................

  • A) $$2xdx$$
  • B) $$xdx$$
  • C) $$dx$$
  • D) 1
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q415

The conclusion of the 2nd fundamental theorem of calculus can be expressed in words as: "the derivative of an integral of a function is that…………..”

  • A) none of these
  • B) Previous function
  • C) Next function
  • D) Original function
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q416

If the definite integral of f(x)=2 over [x,2] is strictly less than ‘20’ then ----------

  • A) x>20
  • B) x>12
  • C) x>18
  • D) x>-8
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q417

First fundamental theorem of calculus gives the definite integral of a .......... function on a given closed interval in a quick way.

  • A) Continuous
  • B) Discontinuous
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q418

If the function and limits of definite integral are the same and variable of integration are changed, i.e $$\int_a^b {f(x)} dx = \int_a^b {f(t)} dt$$ Then the answer would be

  • A) changed
  • B) do not changed
  • C)
  • D)
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
MTH101 Final Term Unsolved
Q419

........... gives a relation between definite integral and indefinite integral.

  • A) None of these.
  • B) Mean value theorem
  • C) First fundamental theorem of Calculus
  • D) Extreme value theorem
Answer abhi available nahi — is question ka AI/admin se answer milne ka intezar hai.
© 2026 VUCTN. All rights reserved. v1.0.0