A work is expected to be completed by 20 workers in 25 days. The work is started by 10 workers. Then,
after every 5 days, 5 more workers join the work. In how many days the work will be completed ?
(A) 20 (B) 25 (C) 30 (D) 35
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• Given:- A work is expected to be completed by 20 workers in 25 days. The work is started by 10 workers. Then,
after every 5 days, 5 more workers join the work.
• To find:- how many days the work will be completed
• Solution:-
Total unit of work = 20 men x 30 days = 600 Man-Days (MD)
So, men were
20 men working for 1 day will do 1/30 part of the job.
So, 1 man working for 1 single day will do 1/(25×20) = 1/500 part of the job.
Now, let us assume that the total working days is x
So, as per the question, 10 men worked for 5 days and 15 men worked for (x-5) days.
So, to form an equation,
10×5/500 + 15(x-5)/500 = 1
=> 50/500+ (15x-75)/500=1
=> 15x = 525
=> x = 35
so, the work will be completed with in 35 days
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