1.

In the above question, the maximum power delivered by the agent in pulling up the rope is

Answer»

`lambda//gv`
(B) `lambda//gv+(v^3lambda)/(2)`
(c) `lambda//gv+v^3lambda`
(d) `(llgv)/(2)+(lambdav^3)/(2)`

Solution :Instantaneous force `=mg+(vdm//dt)`, where `mg` is the force needed for suppording the weight of already hanging section of the rope and `vdm//dt` is the force needed to SUPPLY momentum to the portion of the rope which is to be pulled up.
`(mg)_(max)=(lambdal)g, (DM)/(dt)=lambdav`
Hence, `F_(max)=lambdalg+lambdav^2` and `P_(max)=lambdalgv+lambdav^3`


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