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Quantitative Aptitude Quiz for SNAP

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. 10 people start a club. If there had been five more in the group, the
initial expenses to each would have been Rs. 100 less. What was initial cost
per person?

(a) 250             (b) 300           (c) 500             (d) 400

2. A 27 quartz capacity car radiator is filled with 18% alcohol solution.
How many quartz be drained and then be replaced by a 90% alcohol solution for
resulting solution to contain 42% alcohol.

(a) 9 quartz             (b) 7
quartz           (c) 11 quartz          (d) 14 quartz

3. If 70% of adult males of a community have brown eyes, 75% have dark
hair, 85% are over 5’8″ tall and 90% weigh more than 140 pounds, what
percent at least have all four characteristics?

(a) 60%            (b) 45%           (c) 20%           (d) 48%

4. Henry started a trip into the country between 8 A.M. and 9 A.M. when the
hands of clock were together. He arrived at his destination between 2 P.M. and
3 P.M. when the hands of the clock were exactly 180° apart. How long did he
travel.

(a) 6 hours             (b) 7
hours           (c) 9 hours            (d) 11 hours

5. Milk and water in two vessels A and B are in the ratio 4 : 3 and 2 : 3
respectively. In what ratio the liquids in both the vessels should be mixed to
obtain a new mixture in vessel C, maintaining half milk and half water?

(a) 1 : 1            (b) 7 : 5           (c) 2 : 4            (d) 1 : 3

6. A picture was bought at a certain sum, which was the price paid for its
frame. Had the frame cost Rs. 100 less and the picture Rs. 75 more, the price
for the frame would have been only half of that of the picture. What is the
price of the frame?

(a) Rs. 75               (b) Rs.
100             (c) Rs. 175            (d) Rs. 275

7. What is the closest time between 7 & 8 when the hands of your watch
are exactly opposite each other?

(a) 7 Hr – 5 Min.

(b) 7 Hr – 5.5 Min.

(c) 7 Hr – 6 Min.

(d) 7 Hr – 6.5 Min.

8. There are 6 tickets to the theater, four of which are for seats in the
front row. 3 tickets are selected at random. What is the probability that two
of them are for the front row?

(a) 0.6              (b) 0.7             (c) 0.8              (d) 1/3

9. When 75% of a number is added to 75, the result is the same number. The
number is

(a) 150             (b) 300            (c) 100             (d) 450

10. Amy traveled 4/7th as many miles on foot as by water and 2/5th as many
miles on horseback as by water. If she covered a total of 3036 miles how many
miles did she travel in each manner: foot, water & horseback?

(a) 1540, 880, 616

(b) 616, 880, 1540

(c) 1540, 880, 616

(d) 880, 1540, 616

11. A family has several children. Each boy in the family has as many
sisters as brothers but each girl has twice as many brothers as sisters. How
many brothers and sisters are there?

(a) 3 brothers, 4 sisters

(b) 4 brothers, 4 sisters

(c) 4 brothers, 3 sisters

(d) cannot say

12. You are given 50 white marbles, 50 black marbles and two jars. You need
to put 100 marbles in any of these two jars. The jars will then be shaken and
you will be asked to pick one marble from either jar. How would you distribute
the marbles in two jars to maximize the possibility of picking a white marble
blindfolded?

(a) 25 white and 25 black in each

(b) 1 white in one and all 99 in the other

(c) 50 white in one and 50 black in the other

(d) All hundred in one

13. The number plate of a bus had a peculiarity. The bus number was a
perfect square. It was also perfect square when the plate was turned upside
down. The bus company had only five hundred buses numbered from 1 to 500. What
was the number?

(a) 169             (b) 36              (c) 196             (d) cannot say

14. If 5 spiders can catch five flies in five minutes. How many flies can
hundred spiders catch in 100 minutes?

(a) 100             (b) 1000          (c) 500             (d) 2000

15. Recently my brother and I played chess for chocolates. Whoever lost the
game gave the other a chocolate. After the last game, we counted the
chocolates. I had 20 more chocolates than I stared with, although he won 7
games. There were no draws. How many games did we play?

(a) 27               (b) 34              (c) 37               (d) 54

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Answers

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

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