As you want the previous year question paper of Integrated Common Entrance Test ICET exam so here I am providing you.

ICET exam question paper
1.6,27,128, …….., 3130 ?
A. 209
B. 369
C. 629
D. 1031
2. 7,19,37,61,……, 127 ?
A. 91
B. 101
C. 111
D. 121
3. 99,9999,999999,…,9999999999 ?
A. 9999999
B. 99999999
C. 999999999
D. 99999999999
4. DFI, EGJ, FHK, ….,HJM ?
A. GIM
B. GIL
C. HJN
D. HIM
5.A9Z, B7Y, C5X, ….., E1V ?
A. D2W
B. D4W
C. D3U
D. D3W
6. 8 : 81 :: 6 : ?
A. 25
B. 36
C. 49
D. 64
7. 99 : 120 : : ….. : 63 ?
A. 48
B. 42
C. 36
D. 24
8. 22 : 2222 : : 222 : …. ?
A. 22222
B. 2222
C. 222222
D. 2222222
9. LFHW, KEGV, JDFU, ….. ?
A. ITCE
B. ICET
C. IECT
D. ETCI
10. 11, 101, 1001, ……, 100001, 1000001 ?
A. 1001
B. 10001
C. 10000001
D. 100000001
11. 2, 3, 5, 7, 11, 13, ……, 19, 23 ?
A. 14
B. 15
C. 16
D. 17
12. T, W, Z, C, …., I ?
A. D
B. E
C. F
D. H
13. The code word for BANARAS is ?
A. EDQDOXP
B. EDQAMXP
C. EDQAOXP
D. EDQAMWP
14. The code word for POTATO is ?
A. SRWXQL
B. SRXXQL
C. SRWYQL
D. SRXXWL
15. The code word for LOUSY is ?
A. ORUQV
B. ORXPY
C. ORRPV
D. ORUPV
16. The code word for CHIMNEY is ?
A. FKLPKBV
B. FKLMKBV
C. FKLMLBV
D. FKLPKBV
17. The code word for TEMPLE is ?
A. WHPPIB
B. WHPMIC
C. WHPMJB
D. WHPMIB
18. Which word is coded as LAZY ?
A. IXCB
B. OACB
C. IXZY
D. IXCA
19. Which word is coded as MAXIMA ?
A. JXUMPD
B. LXUMPD
C. JXULPD
D. JXVLPD
20. Which word is coded as HOUSE ?
A. ELXUH
B. ELUVH
C. ELUUH
D. ELXVH
21. Which word is coded as ZENITH ?
A. WAKLWK
B. WALLWK
C. WBKKWK
D. WBKLWK
22. Which word is coded as CURIOUS ?
A. ZROLRXV
B. ZRPIRXV
C. ZROIRXV
D. ZRPLRXV
23. If the ratio of speeds of three trains is 3 : 4 :
5, then the ratio of the times taken by them to
travel the same distance is ?
A. 5 : 4 : 3
B. 12 : 15 : 20
C. 3 : 4 : 5
D. 20 : 15 : 12
24. The area (in square feet ) of a triangle
whose sides are 5ft, 12ft, and 13ft is ?
A. 17
B. 18
C. 25
D. 30
25. A rope can make 140 rounds on the
circumference of a cylinder whose base radius
is 14 cm. The number of round of rounds the
rope make around the cylinder with base
radius 20 cms is ?
A. 200
B. 100
C. 98
D. 17
26. If the ten-digited number 116342a32b is
divisible by 9 and a-b =2 then the ordered pair
(a,b) is?
A. (6, 4)
B. (8, 6)
C. (5, 3)
D. (3, 1)
27. An aluminum wire of length 8m 96cms and
a copper wire of length 5m 12cms are cut into
pieces of equal length l cms. The maximum
possible value of l is ?
A. 16
B. 32
C. 64
D. 128
28. If 20% of a =25% of b = 30% of c = 10% of d
= k > 1 then the largest of 2a, 3b, 6c and d is ?
A. 2a
B. 3b
C. 6c
D. D
29. The digit in the units plae of the product
51, 52, 53, …. 59 is ?
A. 3
B. 2
C. 1
D. 0
30.If 25% of a number is added to another
number then the second number increases by
10%. The ratio of the first number to the
second is ?
A. 1 : 2
B. 2 : 1
C. 5 : 2
D. 2 : 5
31. A student has to secure 45% of marks to
pass. If a boy getting 285 marks fails by 30
marks the maximum marks for the
examination is ?
A. 600
B. 650
C. 700
D. 750
32. A has a share of 75% in a property and sold
two-thirds of his share for Rs. 3 lakhs. The
value of the entire property (in lakhs of
rupees) is ?
A. 7
B. 6
C. 5
D. 4
33. After successive discounts of x% and y% an
article worth Rs. 250 is available for Rs. 170.If y
= 15 then x = ?
A. 25
B. 20
C. 15
D. 10
34. A invests two equal amounts earning 10 %
and 12% of interest annually. If the interest on
them earned is Rs. 1650 in an year then the
sum invested in each (in rupees) is ?
A. 17000
B. 15000
C. 8500
D. 7500
35. Two taps A and B can fill a tank in 10 and
15 minutes respectively while C can empty it in
20 minutes. If all the three are opened for 1
minute and then the tap C is closed, the extra
time (in minutes) required to fill the tank is ?
A. 8 3/10
B. 6 3/10
C. 5 3/10
D. 5
36. Pipe A fills tank in 3 hours while pipe B
empties it in 5 hours. If both the taps are
opened the portion of the tank filled in 80
minutes is ?
A. 8/45
B. 17/45
C. 16/45
D. 13/45
37. A and B can do a piece of work in 8 days
and 12 days respectively. A started the work
and after 3 days B joined him to finish the
work. The number of days B worked is ?
A. 1
B. 1 ½
C. 2
D. 3
38. A rectangular lawn of dimensions 65 m x 35
m has two roads each of 5 meters wide
running in the middle of it, one parallel to the
length and the other parallel to the breadth.
The cost of repairing the road at the rate of Rs.
3 per square meter (in rupees) is ?
A. 1500
B. 1475
C. 1450
D. 1425
39. To prepare an aluminium sheet of 1000
square meters the volume of the aluminium
required is one cubic meter. The thickness of
the sheet (in cms) is ?
A. 10
B. 0.1
C. 0.01
D. 0.001
40. A rectangular carpet has an area of 120
sq.m. and a perimeter 46 meters. The length of
its diagonal (in meters) is ?
A. 20
B. 17
C. 15
D. 13
41. If P and q are statements then pv (p ^ q) is
equivalent to ?
A. P
B. Q
C. P^q
D. Pvq
42. If A and B are sets with 3 and 6 elements
respectively then the minimum number of
elements in A U B is ?
A. 9
B. 8
C. 7
D. 6
43. From the top of a building of height 85
meters on the bank of a river observed that
the angle of depression of the other side of the
bank is 45o. The breadth of the river (in
meters) is ?
42.5
85
130
202
44. The remainder when 6x3 – 3x + 2 is divided
by 2x – 3 is ?
A. 71/4
B. 71/2
C. 70/4
D. 70/2
45. (Sin A Cos B – Cos A Sin B)2+(Cos A Cos B +
Sin A Sin B)2 = ?
A. 2 Sin A Cos B
B. 2 Cos A Cos B
C. 1
D. 0
46. The least value of n such that 1 + 3 + 32 +
..…. + 3 n > 2007 is ?
A. 7
B. 8
C. 9
D. 10
47. If two circles intersect at n points then the
maximum possible value for n is ?
A. 1
B. 2
C. 3
D. 4
48. The point of concurrence of the altitudes of
a triangle is its ?
A. Incentre
B. Orthocentre
C. Circumcentre
D. Centroid
49. The equation of the line passing through (4,
5) and whose sum of intercepts is Zero, is ?
X – y – 1 = 0
X + y – 1 = 0
X - y + 1 = 0
x + y+ 1 = 0
50. The point of intersection of 7x – 2y + 10 = 0
and 7x + 2y – 10 = 0 is ?
A. (5, 0)
B. (-5, 0)
C. (0, 5)
D. (0, -5)

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