1000+ Abay Bank Exam Questions and Answers Pdf - 1

Question: 1

A does half as much work as B in $${1}/{6}$$ of the time. If together they taka 10 days to complete a work, how many days shall B take to do it alone?

(A) 30 days

(B) 40 days

(C) 60 days

(D) 70 days

Ans: B

Efficiently of A is three times that of B.

Hence, time required to finish the work by

B(alone) = (3 + 1) × 10 = 40 days.

Question: 2

If 6 persons working 8 hours a day earn Rs. 8400 per week, then 9 persons working 6 hours a day will earn per week

(A) Rs. 9450

(B) Rs. 10200

(C) Rs. 16200

(D) Rs. 16800

Ans: A

Required sum = $$8400 × {6}/{8} × {9}/{6}$$ = Rs.9450.

Question: 3

4 girls can complete a piece of work in 8 days, the same work 3 boys can complete in 9 days, 7 men in 2 days and 5 women in 4 days. Who among them have the minimum capacity of work?

(A) Woman

(B) Man

(C) Boy

(D) Girl

Ans: D

(8 × 4) girls = (9 × 3) boys = (7 × 2) men = (5 × 4) women

⇒ 32 girls = 27 boys = 14 men = 20 women

Hence girls have minimum capacity of work among them.

Question: 4

A, B and C have to type 506 pages to finish an assignment. A can type a page in 12 minutes, B in 15 minutes and C in 24 minutes. If they divide the task into three parts so that all three of them spend equal amount of time in typing, what is the number of pages that B should type?

(A) 154

(B) 168

(C) 176

(D) 178

Ans: C

All the three spend equal amount of time on typing.

Required ratio of all the three

A : B : C = $${1}/{12} : {1}/{15} : {1}/{24}$$ = 10 : 8 : 5

So, the number of pages typed by B =$${8 × 506} / {23}$$ = 176.

Question: 5

4 men, 5 women and 3 children together can complete a piece of work in 16 days. In how many days can 10 women alone complete the piece of work if 10 men alone can complete it in 24 days?

(A) 12

(B) 15

(C) 18

(D) cannot be determined

Ans: D

Since work done by children in a day is not given (directly or indirectly) we cannot get the required value.

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