SNAP Test Preparation Online

I am preparing for the SNAP Test for taking admission in the SYMBIOSIS for doing MBA. Will you please provide me the Free Online Snap Test Practice Papers and Sample Tests Preparation? Also suggest me some good books for the Preparation of SNAP Test Online?

Hello sir I want to do preparation for SNAP Online test exam so please provide me moct test paper and previous years paper of this exam.

[Quick Sam]

Symbiosis National Aptitude Test ( SNAP ) is a common admission test to join various MBA programs offered by Symbiosis International University (SIU) at various locations i.e. Pune, Noida and Bengaluru.

Mock test paper of SNAP Test

Following features will be given as part of free study material for SNAP:

* SNAP Online Mock Tests
* SNAP Sectional & Chapter wise Tests
* SNAP GK Papers, tips and tricks
* Previous Year SNAP Papers Analysis & Cutoff
* Previous year SNAP GD/PI Questions
* SNAP Success Stories
* Video Tutorials on SNAP Exam

Questions paper

1. A is twice as good a workman as B. In how many days would A and B finish the work, if both of them work together? From the two statements, L and M given below, determine which one is sufficient to answer the question.

L. A alone takes 12 days to complete the work.
M. If A and B work on alternate days, they take 16 days to complete the work.
Possible Answers
Selected Possible Answer
Either L alone or M alone
L alone but not M alone
Both L and M combined
Data insufficient

2. The sum of the first 5 terms of an A.P. is 9 times the second term. Also the sum of the 4^{th},\ 5^{th},\ 6^{th}\ and\ 7^{th} terms is 76. Then:

What is the sum of the first four terms of the A.P.?

Possible Answers
Selected Possible Answer

26
28
42
30

3. The 10th term of the A.P is:

Possible Answers
Selected Possible Answer

33
37
41
39

4. A tea vendor mixes 20 kg of tea costing Rs.82.50 per kg with another tea costing Rs.120 per kg and sells this mixture at Rs.108 per kg thus making a profit of 20%. How many kgs of tea costing Rs.120 per kg does he use?

Possible Answers
Selected Possible Answer

10 kg
8 kg
15 kg
5 kg

5. We have a biased coin in such a way that heads occurs 90% of the times and tails 10% of the times. This coin is tossed along with an unbiased coin. What is the probability of all heads?

Possible Answers
Selected Possible Answer

0.45
0.25
0.14
Cannot be determined

6. A man can complete a piece of work in 36 days for which a woman takes 54 days and a boy takes 72 days. Three of them started the work together and the man and woman left 8 and 12 days respectively after beginning the work. What was the number of days for which the boy worked, if the remaining work was completed by the boy alone?

Possible Answers
Selected Possible Answer

22 days
28 days
30 days
40 days

7. A chord of 264 cm length is bent into the form of a circle and then into the form of a regular hexagon. What is the ratio of the areas so formed?

Possible Answers
Selected Possible Answer

1.1
1.4
0.8
1.8

8. What is the value of b, if the arithmetic mean of the integers roots of the equation X^2 + bx + 24 = 0 is a prime number greater than 5?

Possible Answers
Selected Possible Answer

14
10
- 14
- 2

SNAP previous year’s papers
Q. 1. A completes a work in 12 days and B complete the same work in 24 days. If both of them work together, then the number of days required to complete the work will be
(a) 8 (b) 6 (c) 7 (d) 5 (e) None of these
Ans: (a) 8
Explanation:
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
Therefore, here, the required number of days = 12 × 24/ 36 = 8 days. Ans.
Q. 2. If 4 men can colour 48 m long cloth in 2 days, then 6 men can colour 36 m long cloth in
(a) 1 day (b) 1 ½ days (c) ¾ day (d) ½ day (e) None of these
Ans: (a) 1 day
Explanation:
The length of cloth painted by one man in one day = 48 / 4 × 2 = 6 m
No. of days required to paint 36 m cloth by 6 men = 36/ 6 × 6 = 1 day. Ans.
Q. 3. If 3 persons can do 3 times of a particular work in 3 days, then, 7 persons can do 7 times of that work in
(a) 7 days (b) 6 days (c) 4 days (d) 3 days (e) None of these
Ans: (d) 3 days.
Explanation:
That is, 1 person can do one time of the work in 3 days.
Therefore, 7 persons can do 7 times work in the same 3 days itself. Ans.
Q. 4. Mangala completes a piece of work in 10 days, Raju completes the same work in 40 days. If both of them work together, then the number of days required to complete the work is
(a) 15 (b) 10 (c) 9 (d) 8 (e) None of these
Ans: ( d) 8
Explanation:
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
That is, the required No. of days = 10 × 40/50 = 8 days. Ans.
Q. 5. 12 men work 8 hours per day to complete the work in 10 days. To complete the same work in 8 days, working 15 hours a day, the number of men required
(a) 4 (b) 5 (c) 6 (d) 8 (e) None of these
Ans: (d) 8
Explanation:
That is, 1 work done = 12 × 8 × 10
Then, 12 8 × 10 = ? × 15 × 8
? (i.e. No. of men required) = 12 × 8 × 10/15× 10 = 8 days. Ans.
Q. 6. If 5 people undertook a piece of construction work and finished half the job in 15 days. If two people drop out, then the job will be completed in
(a) 25 days (b) 20 days (c) 15 days (d) 10 days (e) None of these
Ans: (a) 25 days
Explanation:
That is, half the work done = 5 × 15 × ½
Then, 5 × 15 × ½ = 3 × ? ×1/2
i.e. 5 × 15 = 3 × ?
therefore, ? (No. days required) = 5 × 15/3 = 25 days. Ans.
Q. 7. 30 labourers working 7 hours a day can finish a piece of work in 18 days. If the labourers work 6 hours a day, then the number of labourers required to finish the same piece of work in 30 days will be
(a) 15 (b) 21 (c) 25 (d) 22 (e) None of these
Ans: (b) 21
Explanation:
That is, 1 work done = 30 × 7 ×18 = ? × 6 × 30
? (No. of labourers) = 30 × 7 × 18/6 × 30
= 21. Ans.
Q. 8. If 5 girls can embroider a dress in 9 days, then the number of days taken by 3 girls will be
(a) 20 days (b) 10 days (c) 14 days (d) 15 days (e) None of days
Ans: (d) 15 days
Explanation:
That is, 5 × 9 = 3 × ?
? = 5 × 9/3 = 15 days. Ans.
Q. 9. A and B together can plough a field in 10 hours but by himself A requires 15 hours. How long would B take to plough the same field?
(a) 10 hours (b) 20 hours (c) 30 hours (d) 40 hours (e) None of these
Ans: (c) 30 hours
Explanation:
If A and B together can do a piece of work in x days and A alone can do the same work in y days, then B alone can do the same work in x y/ y – x days.
Therefore, the No. of hours required by B = 10 × 15/ 15 – 10 = 150/5 = 30 hours. Ans.
Q. 10. 16 men or 20 women can finish a work in 25 days. How many days 28 men and 15 women will take to finish this job?
(a) 19 13/43 days (b) 11 27/43 days (c) 8 days (d) 10 days (e) None of these
Ans: (d) 10 days
Explanation:
16 men = 20 women
Therefore, 1 women = 16/20 men = 4/5 men
15 women = 4/5 × 15 men = 12 men
i.e. 28 men + 15 women = 28 men + 12 men = 40men
1 work done by men = 16 × 25
16 × 25 = 40 × ?
? ( no. of days) = 16 × 25/40 = 10 days. Ans.
Q. 11. A can do a piece of work in 5 days and B can do the same work in 10 days. How many days will both take to complete the work?
(a) 5 days (b) 3 1/3 days (c) 3 days (d) 6 days (e) None of these
Ans: (b) 3 1/3 days
Explanation:
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
That is, the required No. of days = 5 × 10/15 = 3 1/3 days. Ans.
Q. 12. If 12 men can do a piece of work in 24 days, then in how many days can 18 men do the same work?
(a) 36 (b) 20 (c) 18 (d) 16 (e) None of these
Ans: (d) 16
Explanation:
1 work done = 12 × 24
Then, 12 × 24 = 18 × ? days
? days = 12 × 24/18 = 16. Ans.
Q. 13. A group of workers accepted to do a piece of work in 25 days. If 6 of them did not turn for the work and the remaining workers did the work in 40 days, then the original number of workers was
(a) 22 (b) 20 (c) 18 (d) 16 (e) None of these
Ans: (d) 16
Explanation:
Let the original number of workers be ‘x’
Then, x × 25 = (x – 6) × 40
25x = 40x -240
240 = 40x -25x = 15x
x = 240/15 = 16. Ans.
Q. 14. If 8 men or 12 women can do a piece of work in 10 days, then the number of days required by 4 men and 4 women to finish the work is
(a) 8 (b) 10 (c) 12 (d) 4 (e) None of these
Ans: (c) 12
Explanation:
8 men = 12 women
1 woman = 8/12 men = 2/3 men
4 women = 2/3 × 4 men = 8/3 men
4 men + 4 women = 4 + 8/3 men = 20/3 men
1 work done = 8 × 10
8 × 10 = 20/3 × ?days
?days = 8 × 10 × 3/20 = 12 days. Ans.
Q. 15. If 8 men can dig a well in 18 days, then the number of days, 12 men will take to dig the same well will be
(a) 12 days (b) 10 days (c) 8 days (d) 16 days (e) None of these
Ans: (a) 12 days
Explanation:
Work done = 8 × 18
Then, 8 × 18 = 12 × ? days
? days = 8 × 18/12 = 12 days. Ans.
Q. 16. 39 men can repair a road in 12 days working 5 hours a day. In how many days will 30 men working 6 hours peer day complete the work?
(a) 10 (b) 13 (c) 14 (d) 15 (e) None of these
Ans: (b) 13
Explanation:
1 work done = 39 × 12 × 5
39 × 12 × 5 = 30 × 6 × ?days
? days = 39 × 12 × 5/ 30 × 6 = 13 days. Ans.
Q. 17. A certain number of men can do a work in 40days. If there were 8 men more, it could be finished in 10 days less. How many men were there initially?
(a) 30 (b) 24 (c) 16 (d) 20 (e) None of these
Ans: (b) 24
Explanation:
Let ‘x’ be the initial number of men
Then, 1 work done = x × 40
Then, x × 40 = (x + 8 ) (40 – 10)
40x = 30x + 240
10x = 240
Therefore, x = 240/10 = 24 men. Ans.
Q. 18. If 4 men or 6 boys can finish a work in 20 days. How long will 6 men and 11 boys take to finish the same work?
(a) 10 days (b) 6 days (c) 4 days (d) 3 days (e) None of these
Ans: (b) 6 days
Explanation:
4 men = 6 boys
Then, 1 boy = 4/6 men = 2/3 men
11 boys = 2/3 × 11 men = 22/3 men
Then, 6 men + 11 boys = 6 + 22/3 men = 40/3 men
1 work done = 4 men × 20days
That is, 4 × 20 = 40/3 × ? days
? days = 4 × 20 × 3/40 = 6 days. Ans.
Q. 19. A works twice as fast as B. if B can complete a work in 12 days independently. The number of days in which A and B can together finish the work?
(a) 18 days (b) 8 days (c) 6 days (d) 4 days (e) None of these
Ans: (d) 4 days
Explanation:
If B takes 12 days to finish the work, then A takes 6 days to finish the same work.
If A can complete a work in x days and B can complete the same work in y days, then, both of them together can complete the work in x y/ x+ y days.
Therefore, the Number of days taken by A and B together to finish the same work = 6 × 12/18
= 4 days. Ans.
Q. 20. A and B can do a piece of work in 4 days. If A can do it alone in 12 days, B will finish the work in
(a) 4 days (b) 6 days (c) 8 days (d) 10 days (e) None of these
Ans: (b) 6 days
Explanation:
If A and B together can do a piece of work in x days and A alone can do the same work in y days, then B alone can do the same work in x y/ y – x days.
Therefore, the number of days B will take to finish the work = 4 × 12/ 12 – 4
= 48/8 = 6 days. Ans.
Q. 21. 5 men can do a piece of work in 6 days while 10 women can do it in 5 days. In how many days can 5 women and 3 men do it?
(a) 4 (b) 5 (c) 6 (d) 8 (e) None of these
Ans: (b) 5
Explanation:
5men × 6 = 10 women × 5
30 men = 50 women
1 woman = 30/50 men = 3/5 men
5 women = 3/5 × 5 men = 3 men
5 women + 3 men = 3 + 3 = 6 men
That is, 1 work done = 5 × 6
5 × 6 = 6 × ?days
? days = 5 × 6/6 = 5 days. Ans.
Q. 22. A work could be completed in 100 days. However, due to the absence of 10 workers, it was completed in 110 days then, the original number of workers was
(a) 100 (b) 110 (c) 55 (d) 50 (e) None of these
Ans: (b) 110
Explanation:
Let ‘x’ be the original number of workers
Then, x × 100 = ( x – 10) 110
100 x = 110x – 1100
1100 = 10 x
x = 110. Ans.
Q. 23. A particular job can be completed by a team of 10 men in 12 days. The same job can be completed by a team of 10 women in 6 days. How many days are needed to completed the job if the two teams work together?
(a) 4 (b) 6 (c) 9 (d) 18 (e) None of these
Ans: (a) 4
Explanation:
Consider men’s work days as one group and women’s working days as other group
Then, the required No. of days = 12 × 6/18 = 4 days. Ans.
Q. 24. A can do a piece of work in 12 days, while B can do it in 8 days with the help of C, they finish the work in 4 days. Then C alone can do the work in
(a) 24 days (b) 20 days (c) 16 days (d) 4 days (e) None of these
Ans: (a) 24 days
Explanation:
A and B together can do the work in 12 × 8/20 = 96/20 days
A +B and C together do the work in 4 days.
Then C alone can do the work in 96/20 × 4/96/20 – 4 days
= 96/5/16/20 = 96/5 × 20/16 = 24 days. Ans.
Q. 25. A job can be completed by 12 men in 12 days. How many extra days will be needed to complete the job if 6 men leave after working for 6 days?
(a) 3 (b) 12 (c) 6 (d) 24 (e) None of these
Ans: (c) 6

Here I am attaching word file of previous year’s papers.