As per your request here I am giving you sample question paper for Common Admission Test (CAT) for admission in MBA course.

Common Admission Test (CAT) Sample Paper :

1. The total cost of 2 pencils, 5 erasers and 7 sharpeners is Rs.30,
while 3 pencils and 5 sharpeners cost Rs.15 more than 6 erasers. By
what amount (in Rs.) does the cost of 39 erasers and 1 sharpener
exceed the cost of 6 pencils?
(1) 20
(2) 30
(3) It does not exceed
(4) Cannot be determined
2. If the roots of the equation (x + 1) (x + 9) + 8 = 0 are a and b, then
the roots of the equation (x + a) (x + b) - 8 = 0 are
(1) 1 and 9
(2) -4 and -6
(3) 4 and 6
(4) Cannot be determined
3. What is the remainder when 7700 is divided by 100?
(1) 1
(2) 61
(3) 41
(4) 21
4. Balram, the local shoe shop owner, sells four types of footwear -
Slippers (S), Canvas Shoes (C), Leather Shoes (L) and Joggers (J).
The following information is known regarding the cost prices and
selling prices of these four types of footwear:
(i) L sells for Rs.500 less than J, which costs Rs.300 more than S,
which, in turn, sells for Rs.200 more than L.
(ii) L costs Rs.300 less than C, which sells for Rs.100 more than
which, in turn, costs Rs.100 less than C.
If it is known that Balram never sells any item at a loss, then which
of the following is true regarding the profit percentages earned by
Balram on the items L, S, C and J represented by l, s, c and j
respectively?
(1) l ≥ c ≥ s ≥ j
(2) c ≥ s ≥ l ≥ j
(3) l ≥ s ≥ c ≥ j
(4) s ≥ l ≥ j ≥c


6. A sequence of 4 digits, when considered as a number in base 10
is four times the number it represents in base 6. What is the sum of
the digits of the sequence?
(1) 7
(2) 6
(3) 9
(4) 8
7. Some friends planned to contribute equally to jointly buy a CD
player. However, two of them decided to withdraw at the last minute.
As a result, each of the others had to shell out one rupee more than
what they had planned for. If the price (in Rs.) of the CD player is an
integer between 1000 and 1100, find the number of friends who
actually contributed?
(1) 21
(2) 23
(3) 44
(4) 46

DIRECTIONS for questions 10 to 20: Answer the questions
independently of each other.
10. If N = 888Dup to 100 digits, what is the remainder when N is
divided by 625?
(1) 128
(2) 138
(3) 338
(4) 388
11. If [log101] + [log102] + [log103] + [log104] + ...... + [log10n] = n,
where [x] denotes the greatest integer less than or equal to x, then
(1) 96 ≤ n < 104
(2) 104 ≤ n < 107
(3) 107 ≤ n < 111
(4) 111 ≤ n < 116

14. There are three cities A, B and C, not on the same straight road.
Two buses P and Q start simultaneously from A and B respectively
towards C. By the time Q reaches C, P is exactly halfway to C.
Immediately after Q reaches C, it starts travelling towards A and it
crosses P at a point 165 km from A. The ratio of the speeds of P and
Q is 3 : 5. Assume that the roads joining A to C, B to C and B to A
are all straight roads. If B is twice as far as from A as it is from C
and P would take to cover the distance from A to B, how much
time would Q take to cover the distance from C to A?

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