Dear readers,

This quiz consists of questions from past
SNAP actual papers. Leave your answers/ responses in the comments section below
and soon we’ll let you know the correct answers!

1. The number of ways in which the digits of the number 125453752 can be
arranged such that no two 5s come together is:

(a) 9! 3! 2!                   (b) 7!
3! 2!                   (c) 6! 2!                       (d) None of these

2. After a typist had written ten letters and addressed the 10 corresponding
envelopes, a careless mailing clerk inserted the letters in the envelopes at
random, one letter per envelope. What is the probability that exactly nine
letters were inserted in proper envelop?

(a) ½                (b) 1                (c) 0                 (d) 9/10

3. In a 26-question test, five points were deducted for each wrong answer
and eight points were credited for each correct answer. If all the questions
were answered, how many were correct if the score was zero?

(a) 13               (b) 6                (c) 9                (d) 10

4. There are n players in an elimination type singles tournament. How many
matches must be played (or defaulted to determine the winner).

(a) n + 1          (b) n -1           (c) n – 2           (d) n + 2

5. When n is divided by 4, the remainder is 3. What is the remainder when
2n is divided by 4?

(a) 1                 (b) 2                (c) 3                 (d) 6

6. Ten turns of wire are helically wrapped around a cylindrical tube with
outside circumference 4″ and length 9″. The ends of the wire coincide with the
ends of the same cylindrical element. Find the length of the wire.

(a) 27″                         (b)
36″             (c) 41″                         (d) 43″

7. Multiply 5746320819 by 125

(a) 748, 290, 103, 375

(b) 728, 490, 301, 375

(c) 718, 290, 102, 375

(d) 798, 290, 102, 975

8. A company offered 350 of its employees a bonus of Rs.10 to each male and
Rs.8.15 to each female. All the females and a certain percentage of males
refused to accept. The total bonus paid was not dependent upon the number of
new employed. What was the total amount paid to the women?

(a) Rs.2445              (b) Rs.1000            (c) Rs.1262.50        (d) Rs.2525

9. Which are two numbers whose difference and quotient are each equal to 5

(a) 5/4 and 25/4

(b) 15/2 and 30/2

(c) 11 and 16

(d) 7 and 12

10. A series of books was published at seven-year intervals. When the
seventh book was issued, the sum of the publication years was 13,524. When was
the first book published?

(a) 1932           (b) 1942          (c) 1911           (d) 1917

11. In a given period of days, it was observed that when it rained in the afternoon,
it had been clear in the morning, and when it rained in the morning, it was
clear in the afternoon. It rained on 9 days and was clear on 6 afternoons and 7
mornings. How long was the period?

(a) 21               (b) 17              (c) 13               (d) 11

12. The traffic lights at three different road crossings change after every
48 sec, 72 sec and 108 sec. respectively. If they all change simultaneously at
8 : 20 : 00 hours, then they will again change simultaneously at:

(a) 8 : 27 : 12 hrs        (b) 8 : 27
: 24 hrs       (c) 8 : 27 : 36 hrs         (d) 8 : 27 : 48 hrs

13. If 1/4 of 20 is 6 then 1/5 of 10 is

(a) 3                 (b) 4                (c) 22/5                       (d) 21/2

14. Which pair from below will not satisfy the equation 187x – 104y = 41?

(a) x = 3, y = 5

(b) x = 107, y = 192

(c) x = 211, y = 379

(d) x = 314, y = 565

15. 3 truck drivers went to roadside cafe. The first purchased 4
sandwiches, 1 coffee, 10 biscuits and paid Rs 1.69 paise. Second driver purchased
3 sandwiches, 1 coffee, 7 biscuits and paid Rs. 1.26 paise. What did the third
truck driver pay for a sandwich, a cup of coffee, and one biscuit?

(a) 35 paise     (b) 89 paise     (c) 68 paise     (d) 40 paise

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Answers

1(d)    2(c)    
3(d)    4(b)     5(b)     6(c)  
7(c)    8(a)     9(a)   
10(c)   11(d)    12(a)    
13(a)    14(d)     15(d)

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