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A completely filled cylinderical tank of...

A completely filled cylinderical tank of height H contains water of mass M. At a height h above the top of the tank there is another wide container. The entire water from the tank is to be transferred into the container in time `t_0` such that level of water in tank decreases at a uniform rate. How will the power of the external agent vary with time?

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The correct Answer is:
`p=(Mg)/(t_(0))(h+Ht/(t_(0)))`
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