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If P and Q work together, they will complete a job in 7.5 days. However, if P works alone and completes half the job and then Q takes over and completes the remaining half alone, they will be able to complete the job in 20 days. How long will Q alone take to do the job if P is more efficient than Q?
20 days
30 days
40 days
10 days
Explanation : 1/P + 1/Q = 2/15 from first line. Now, let P take x days and Q takes y days to complete half the work respectively. x/P = 1/2, x = P/2 similarly y/Q = 1/2, y = Q/2 so, x +y = 20 i.e. P/2 + Q/2 = 20, P +Q = 40 solve both equation, u will get Q = 30 days
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