Hello Aspirants. Welcome to Online Quantitative Aptitude Section with explanation in AffairsCloud.com. Here we are creating question sample in **Time and Work**, which is common for all the competitive exams . We have included Some questions that are repeatedly asked in bank exams !!

**If P can do 1/3 of the work in 5 days and Q can do ¼ of the work in 6 days, then how much money will Q get if they were paid a total of 390 ruppee.**

a) 120

b) 150

c) 170

d) 190

Answer –**b) 150**

Solution:

P can alone complete the whole work in 15 days and Q can complete the same work alone in 24 days. So ratio of work done by them 1/15 : 1/24 i.e 8 : 5

Q get = (5/13)*390 = 150

**A total of 960 rupees is given to three people A, B and C. A and B together can complete 7/12 and C and B together can complete 5/12. So, how much amount should be given to A.**

a) 360

b) 460

c) 280

d) 660

Answer –**c) 280**

Solution:

(work done by) : (work done by B and C)

A:B = 7:12 & C:B = 5:12 => A:B:C = 7:12:5

So amount to be paid to A = (7/24)*960 = 280

**Three printing press P, Q and R can print 1 lack books in 5 hrs, 15 hrs and 10 hrs respectively. If all the press starts at 10 am and press R is stopped after 2 hrs then at what time work will be complete.**

a) 12 pm

b) 1 pm

c) 2pm

d) 3pm

Answer –**b) 1 pm**

Solution:

Time taken by P = 5hrs, Q = 15hr and R = 10 hrs

(1/5+1/15+1/10)*2 + (1/5 + 1/15)*X = 1 (X = time taken to do remaining work)

after solving we get X = 1. So 2+1 = 3hrs. i.e at 1pm work will be completed.

**Arun can do a piece of work in 30 days. Rohan who is 40% more efficient than arun can finish the work in how many days.**

a) 152/7

b) 150/7

c) 145/7

d) 142/7

Answer –**b) 150/7**

Solution:

In one day work done by arun is 1/30 and rohan is 40% more efficient than arun , so one day work of rohan = (140/100)*1/30 = 7/150.

So time taken by rohan will be 150/7

**3 men and 4 women can complete a piece of work in 12 while the same is finished by 2 men and one woman in 15 days. A boy who is 25% less efficient than that of man can complete the piece of work in how many days.**

a) 400/11

b) 420/11

c) 430/11

d) 450/11

Answer –**a) 400/11**

Solution:

3m + 4w = 1/12

2m + w = 1/15. After solving we one day work of man = 33/900

One day work of the boy is= 75/100*(33/900) = 11/400. So no of days needed will be 400/11.

**Priya take 8 hours to draw 60 pages on a computer while parul takes 6 hours to draw 45 pages on computer. If both are working together in how much time will they draw a lot of 120 pages?**

a) 8hrs

b) 7hrs

c) 9hrs

d) 11hrs

Answer –**a)8hrs**

Solution:

First calculate no of pages they draw in one hour. For priya it is 60/8 and for parul it is 45/6.

Now total pages they draw in one hour is 60/8 + 45/6 = 15

So to print 120 time they will take = 15*X = 120. So X = 8hrs

**A can finish a work in 15 days and B can finish the work in 25 days. Both of them start working together but B leaves the work 3 days prior to the completion. After how many days B quit the work.**

a) 7.5

b) 8

c) 8.5

d) 9

Answer –**a) 7.5**

Solution:

Let ‘X’ days they take to complete the whole work.

(1/15 + 1/25)*(X-3) + 3* (1/15), X = 10.5 days. So he quits after 7.5 days.

**A contractor undertook a job and employed 40 men to do a piece of work in 80 days. But after 60 days he found that only 3/5 of the work is completed. To complete the work in time, how many more men he should employ.**

a) 15

b) 20

c) 25

d) 40

Answer –**d) 40**

Solution:

(40*60)/3 = (x*20)/2

x=80

No of men required=80-40 =40

**P, Q and R can complete a piece of work in 9, 18 and 27 days respectively. After 1/3 work is completed P left the work and the remaining work is completed by Q and R together. Find the days required to complete the remaining work.**

a) 36/7

b) 35/6

c) 36/5

d) 32/5

Answer –**c) 36/5**

Solution:

1/3 work is completed so remaining work is 2/3. As P left the job so remaining work will be completed by Q and R. Take X no. of days Q and R take to complete the work.

(1/18 + 1/27)*X = 2/3. So, X = 36/5

**P does half as much work as Q does in 1/5 of the time. Both working together can take 20 days to complete the work. No of days P take to complete the work alone.**

a) 28

b) 32

c) 34

d) 35

Answer –**a) 28**

Solution:

Let Q complete the work in ‘T’ time. In one day, work done by Q is equal to 1/T. In five days, work done by Q is 5/T.

It is given that P does half as much work in 1/5 of the time. So P does 1/2 of the work. i.e 5/2T

So (1/T + 5/2T) = 1/20. So T = 70.

So P takes 2T/5 days. (2*70)/5 = 28days.

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