Download SSC Combined Graduate Level Exam Paper

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SSC CGL exam paper :

1. If 738A6A is divisible by 11, then the value of A is
(A) 6
(B) 3
(C) 9
(D) 1

2. The sum of the squares to two natural consecutive odd numbers is 394. The sum of the numbers is
(A) 24
(B) 32
(C) 40
(D) 28

3. A can do a piece of work in 24 days, B in 52 days and C in 64 days. All being to do it together, but A leaves after 6 days and B leaves 6 days before the completion of the work. How many days did the work last?
(A) 15
(B) 20
(C) 18
(D) 30

4. The least positive integer that should be subtracted from 3011 × 3012 so that the different is a perfect square is
(A) 3009
(B) 2010
(C) 3011
(D) 3012

5. A cistern has 3 pipes A, B and C. A and B call fill it in 3 and hours respectively, and C can empty it in 1 hour. If the pipes are opened at 3 p.m., 4 p.m. and 5 p.m. respectively on the same day, the cistern will be empty at
(A) 7 : 12 p.m.
(B) 7 : 15 p.m.
(C) 7 : 10 p.m.
(D) 7 : 18 p.m.

6. If A works alone, he would take 4 days more to complete the job than if both A and B worked together. If B worked alone, he would take 16 days more to complete the job than if A and B work together. How many days would they take to complete the work if both of them worked together?
(A) 10 days
(B) 12 days
(C) 6 days
(D) 8 days

7. 250 men can finish a work in 20 days working 5 hours a day. To finish the work within 10 days working 8 hours a day, the minimum number of men required is
(A) 310
(B) 300
(C) 313
(D) 312

8. 2 men and 5 women can be a work in 12 days. 5 men and 2 women can do that work in 9 days. Only 3 women can finish the same work in
(A) 36 days
(B) 21 days
(C) 30 days
(D) 42 days

9. A and B earn in the ratio 2 : 1. They spend in the ratio 5 : 3 and save in the ratio 4 : 1. If the total monthly savings of both A and B are Rs. 5,000, the monthly income of B is
(A) Rs. 7,000
(B) Rs. 14,000
(C) Rs. 5,000
(D) Rs. 10,000

10. The ratio of the sum of two numbers and their difference is 5 : 1. The ratio of the greater number to the smaller number is
(A) 2 : 3
(B) 3 : 2
(C) 5 : 1
(D) 1 : 5

11. The least positive integer that should be
subtracted from 3011 × 3012 so that the
different is a perfect square is
(A) 3009 (B) 2010
(C) 3011 (D) 3012
12. P, Q, R are employed to do a work for Rs.
5750. P and Q together finished
19
23 of
work AND Q and R togethr finished
8
23 of
work. Wage of Q, in rupees, is
(A) 2850 (B) 3750
(C) 2750 (D) 1000
13. While selling, a businessman allows 40%
discount on the marked price and there
is a loss of 30%. If it is sold at the marked
price, profit percent will be
(A) 10% (B) 20%
(C)
2
16
3 % (D)
1
16
3 %
14. A cistern has 3 pipes A, B and C. A and B
call fill it in 3 and hours respectively, and
C can empty it in 1 hour. If the pipes are
opened at 3 p.m., 4 p.m. and 5 p.m.
respectively on the same day, the cistern
will be empty at
(A) 7 : 12 p.m. (B) 7 : 15 p.m.
(C) 7 : 10 p.m. (D) 7 : 18 p.m.
15. If A works alone, he would take 4 days
more to complete the job than if both A
and B worked together. If B worked alone,
he would take 16 days more to complete
the job than if A and B work together.
How many days would they take to
complete the work if both of them worked
together?
(A) 10 days (B) 12 days
(C) 6 days (D) 8 days
16. 250 men can finish a work in 20 days
working 5 hours a day. To finish the work
within 10 days working 8 hours a day,
the minimum number of men required is
(A) 310 (B) 300
(C) 313 (D) 312
17. 2 men and 5 women can be a work in 12
days. 5 men and 2 women can do that
work in 9 days. Only 3 women can finish
the same work in
(A) 36 days (B) 21 days
(C) 30 days (D) 42 days
18. By selling an article at
3
4 th of the marked
price, there is a gain of 25%. The ratio of
the marked price and the cost price is
(A) 5 : 3 (B) 3 : 5
(C) 3 : 4 (D) 4 : 3
19. A and B earn in the ratio 2 : 1. They spend
in the ratio 5 : 3 and save in the ratio 4 : 1.
If the total monthly savings of both A and
B are Rs. 5,000, the monthly income of B
is
(A) Rs. 7,000 (B) Rs. 14,000
(C) Rs. 5,000 (D) Rs. 10,000
20. The ratio of the sum of two numbers and
their difference is 5 : 1. The ratio of the
greater number to the smaller number is
(A) 2 : 3 (B) 3 : 2
(C) 5 : 1 (D) 1 : 5
21. Successive discounts of 10%, 20% will be
equivalent to a single discount is
(A) 36% (B) 64%
(C) 80% (D) 56%
22. A retailer offers the following discount
scheme for buyers on an article.
I. Two successive discounts of 10%.
II. A discount of 12% follows by a
discount of 8%.
III. Successive discounts of 15% and
5%.

IV. A discount of 20%.
The selling price will be minimum
under the scheme.
(A) I (B) II
(C) III (D) IV
23. A mixture contains 80% acid and rest
water. Part of the mixture that should be
removed and replaced by the same
amount of water to make the ratio of acid
and water 4 : 3 is
(A)
1
3 rd (B)
3
7 th
(C)
2
3 rd (D)
2
7 th
24. An employer reduces the number of his
employees in the ration 9 : 8 and
increases their wages in the ration 14 :
15. If the original wage was Rs, 18,900,
find the ratio in which the wage bill is
decreased.
(A) 20 : 21 (B) 21 : 20
(C) 20 : 19 (D) 19 : 21
25. The batting average for 40 innings of a
cricketer is 50 runs. His highest score by
172 runs. If these two innings are
excluded, the average of the remaining
38 innings is 48 runs. The highest score
of the player is
(A) 165 (B) 170
(C) 172 (D) 174
26. A and B are two alloys of gold and copper
prepared by mixing metals in the ratio 7 :
2 and 7 : 11 respectively. If equal
quantities of the alloys are melted to form
a third alloy C, the ratio of gold and
copper in C will be
(A) 5 : 7 (B) .5 : 9
(C) 7 : 5 (D) 9 : 5
27. In a laboratory, two bottles contain
mixture of acid and water in the ratio 2 : 5
in the first bottle and 7 : 3 in the second.
The ratio in which the contents of these
two bottles be mixed such that the new
mixture has acid and water in the ratio 2
: 3 is
(A) 4 : 15 (B) 9 : 8
(C) 21 : 8 (D) 1 : 2
28. The average the three numbers is 154. The
first number is twice the second and the
second number is twice the third. The first
number is
(A) 264 (B) 132
(C) 88 (D) 66
29. The average salary of all the staff in an
office of a corporate house is Rs. 5,000.
The average salary of the officers is Rs.
14,000 and that of the rest is Rs. 4,000. If
the total number of staff is 500, the
number of officers is
(A) 10 (B) 15
(C) 25 (D) 50
30. The average marks of 40 students in an
English exam is 72. Later it is found that
three marks 64, 62 and 84 were wrongly
entered as 68, 65 and 73. The average after
mistakes were rectified is
(A) 70 (B) 72
(C) 71.9 (D) 72.1
31. Of three numbers, the second is thrice the
first and the third number is three-fourth
of the first. If the average of the three
numbers is 114, the largest number is
(A) 72 (B) 216
(C) 354 (D) 726
32. A car covers
1
5 of the distance from A to B
at the speed at 8 km/hr,
1
10 of the distanceat 25 km per hour and the remaining at
the speed of 20 km per hour. Find the
average speed of the whole journey.
(A) 12.625 km/hr
(B) 13.625 km/hr
(C) 14.625 km/hr
(D) 15.625 km/hr
33. A jar contains 10 red marbles and 30
green ones. How many red marbles must
be added to the jar so that 60% of the
marbles will be red?
(A) 25 (B) 30
(C) 35 (D) 40
34. If a number multiplied by 25% of itself
gives a number which is 200% more than
the number, then the number is
(A) 12 (B) 16
(C) 20 (D) 24
35. The value on an article depreciates every
year at the rate of 10% of its value. If the
present value of the article is Rs. 729, then
its worth 3 years ago was
(A) Rs. 1250 (B) Rs. 1000
(C) Rs. 1125 (D) Rs. 1200
36. The price of onions has been increased
by 50%. In order to keep the expenditure
on onions the same the percentage of
reduction in consumption has to be
(A) 50% (B)
1
33
3%
(C) 33% (D) 30%
37. Walking at 3 km per hour, Pintu reaches
his school 5 minutes late. If he walks at 4
km per hour he will be 5 minutes late. If
he walks at 4 km per hour he will be 5
minutes early. The distance of Pintu’s
school from his house is
(A)
1
1
2 km (B) 2 km
(C)
1 2
2 km (D) 5 km
38. Nitin bought some organs at Rs. 40 a
dozen and an equal number at Rs. 30 a
dozen. He sold them at Rs. 45 a dozen
and made a profit of Rs. 480. The number
of organs, he bought, was
(A) 48 (B) 60
(C) 72 (D) 84
39. A man buys two chairs for a total cost of
Rs. 900. By selling one for
4
5 of its cost
and the other for
4
5 or its cost, he makes a
profit of Rs. 90 on the whole transaction.
The cost of the lower priced chair is
(A) Rs. 360 (B) Rs. 400
(C) Rs. 420 (D) Rs. 300
40. By selling 100 oranges, a vendor gains
the selling price of 20 oranges. His gain
percent is
(A) 20 (B) 25
(C) 30 (D) 32
41. 60% of the cost price of an article is equal
to 50% of its selling price. Then the
percentage of profit or loss on the cost
price is
(A) 20% loss (B)
2 16
3 %
(C) 20% profit (D) 10% loss
42. Maninder bought two horses at Rs.
40,000 each. He sold one horse at 15%
gain, but had to sell the second horse at a
loss. If he had suffered a loss of Rs. 3,600
on the whole transaction, then the selling
price of the second horse is
(A) Rs. 30,000 (B) Rs. 30,200
(C) Rs. 30,300 (D) Rs. 30,400

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