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A team of 100 men is supposed to do a work in 60 days. After 35 days, only 5/12 of the work was completed, so to complete the work before 40 more men were employed. If 40 men were not employed, how many extra days were required to complete the work by earlier number of men?
11 days
15 days
12 days
14 days
Solution: 100 men completed 5/12 work in 35 days So 100 men can complete the remaining 7/12 work in 49 days: Use M1*D1*W2 = M2*D2*W1 100*35*(7/12) = 100*D2* (5/12) D2 = 49 days But after 35 days, 40 more men were employed, so 140 men now and they completed 7/12 work in By M1*D1*W2 = M2*D2*W1 100*35*(7/12) = 140*D2*(5/12) D2 = 35 days So extra days = 49-35 = 14 days
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