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To complete a certain task, X is 40 % more efficient than Y, and Z is 40% less efficient than Y. Working together, they can
complete the task in 21 days. Y and Z together worked for 35 days. The remaining work will be completed by X alone in:
8 days
4 days
6 days
5 days
Efficiency of X = 140% of Y = 1.4Y Efficiency of Z = 60% of Y = 0.6Y Efficiency of X, Y and Z = 1.4 : 1 : 0.6 = 7 : 5 : 3 They can complete the task in 21 days so, Total work = sum of efficiency ratio $$\times times = (7 + 5 + 3) \times 21 = 315$$ Y and Z together worked for 35 days so, Work done by Y and Z = (5 + 3) $$\times$$ 35 = 280 Remaining work = 315 - 280 = 35 Remaining work complete by X = work/efficiency = 35/7 = 5 day
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