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Question 1 of 5
1. Question
Raju can do 25% of a piece of work in 5 days. How many days will he take to complete the work ten times?
Correct
Answer : c
He will complete the work in 20 days. Hence, he will complete ten times the work in 200 days.
Incorrect
Answer : c
He will complete the work in 20 days. Hence, he will complete ten times the work in 200 days.
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Question 2 of 5
2. Question
4 men and 3 women finish a job in 6 days, and 5 men and 7 women can do the same job in 4 days How long will 1 man and 1 woman take to do the work?
Correct
Answer : a
24 man days + 18 women days = 20 man days + 28 woman days
→ 4 man days = 10 woman days.
→ l man day = 2.5 woman days
Total work = 24 man days + 18 woman days = 60
woman days + 18 woman days= 78 woman days.
Hence, 1 man + 1 woman= 3.5 women can do it
in 78/3.5 = 156/7 = 22(2/7) days.
Incorrect
Answer : a
24 man days + 18 women days = 20 man days + 28 woman days
→ 4 man days = 10 woman days.
→ l man day = 2.5 woman days
Total work = 24 man days + 18 woman days = 60
woman days + 18 woman days= 78 woman days.
Hence, 1 man + 1 woman= 3.5 women can do it
in 78/3.5 = 156/7 = 22(2/7) days.
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Question 3 of 5
3. Question
1f 8 boys and 12 women can do a piece of work in ten 25 days, in how many days can the work be done by 6 boys and 11 women working together?
Correct
Answer : d
The data is insufficient, since we only know that the work gets completed in 200 boy days and 300 women days.
Incorrect
Answer : d
The data is insufficient, since we only know that the work gets completed in 200 boy days and 300 women days.
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Question 4 of 5
4. Question
Apurva can do a piece of work in 12 days. Apurva and Amit complete the work together and were paid Rs. 54 and Rs. 81 respectively. How many days must they have taken to complete the work together?
Correct
Answer: c
Since the ratio of money given to Apurva and Amit is 2:3, their work done would also be in the same ratio. Thus, their time ratio would be 3:2 (inverse of 2:3). So, if Apurva takes 12 days, Amith would take 8 days and total number of days required(t) would be given by the equation:
(1/12+ 1/8)=1 →1= 24/5 = 4.8 days
Incorrect
Answer: c
Since the ratio of money given to Apurva and Amit is 2:3, their work done would also be in the same ratio. Thus, their time ratio would be 3:2 (inverse of 2:3). So, if Apurva takes 12 days, Amith would take 8 days and total number of days required(t) would be given by the equation:
(1/12+ 1/8)=1 →1= 24/5 = 4.8 days
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Question 5 of 5
5. Question
30 men working 5 h a day can do a work in 16 day In how many days Will 20 men working 6ha a do the same work?
Correct
Answer : b
Work equivalence method:
30 x 5 x 16 = 20 x 6 Xn
Gives the value of n as 20 days
Incorrect
Answer : b
Work equivalence method:
30 x 5 x 16 = 20 x 6 Xn
Gives the value of n as 20 days
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