Use ratios, 20/15 = 25/x
Multiply 15 by 20, then divide by 25. So 25 men could finish a job in 12 days.
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Ans- It will take 4 men to complete the work in 35 days.
A does 1/6 of the work in 1 day. B does 1/4 of the work in 1 day. Assuming there is no synergy, A and B, together do 1/6 + 1/4 = 5/12 of the work in 1 day A worked for 2 days so completed 2*(1/6) = 1/3 of the work. So 2/3 of the work remained to be done by A and B together. They would do it in (2/3) / (5/12) = (2/3) * (12/5) =24/15 = 8/5 = 1.6 days. The total time to finish the work is 2 days + 1.6 days = 3.6 days.
6 men took 20 days so it is 120 man-days worth of work. 4 men will take 120/4 = 30 days to do the work.
13.5 days Rate of work for men = m Rate of work for children = c Therefore if we combine the rates: m + c = 1/9 Since rate = work-done/time Now m = 2c since rate of men is twice the rate of children Similarly, c = m/2 (rearranging the above) Equation becomes: m + m/2 = 1/9 3m/2 = 1/9 3m = 2/9 m = 2/27 This is the rate at which men work. For the men to complete the work, it will take x days. Rate = work/time Rate = work/x Work is 1 Rate is 2/27 2/27 = 1/x x = 27/2 x = 13.5
it is proper with that wording to use "much." if the sentance was: how many minutes do you need to finish your work? than you would obviously use "many."