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Earn 100
Abbot can do some work in days, Bill can do it in days and Clinton can do it in days. They start working in turns with Abbot starting to work on the first day followed by Bill on the second day and by Clinton on the third day and again by Abbot on the fourth day and so on till the work is completed fully. Find the time taken to complete the work fully?
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Important Questions on Time and Work
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and can do some work in days. and together do twice as much work as Calone and and together can do thrice as much work as alone. Find the time taken by to do the whole work.
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There are three Taps and in a tank. They can fill the tank in and respectively. At first, all of them are opened simultaneously. Then after , tap is closed and and are kept running. After the hour, tap is also closed. The remaining work is done by Tap alone. Find the percentage of the work done by Tap by itself.
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Two taps are running continuously to fill a tank. The tap could have filled it in hours by itself and the second one by itself could have filled it in hours. But the operator failed to realise that there was a leak in the tank from the beginning which caused a delay of one hour in the filling of the tank. Find the time in which the leak would empty a filled tank.
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can do some work in days, can do it in days and can do it in days. They start working together. left after days and left after working for days. How many more days are required to complete the whole work?
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A alone can complete a job in 4 days. He is twice as fast as while is twice as fast as . If all of them work together, in how many days would the job get completed?
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men take days to complete a piece of work. They worked for a period of 8 days. After that, they were joined by more men. How many more days will be taken by them to complete the remaining work?
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Tap M alone can fill a tank completely in . Another tap alone can empty the same tank in . If both the taps are opened simultaneously in what time in hours) would the tank get full?
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A fishing pond was dug by workers in days. The number of days in which a pond having the same depth can be dug by workers is?
