A bucket of mass `4//3` is tied to a string and is lowered at a constant acceleration of `g//4`. The magnitude of work done (in joule ) by the string in lowering the bucket by `10 cm` would be `:`

A bucket of mass `4//3` is tied to a string and is lowered at a consta

1.	A bucket of mass `4//3` is tied to a string and is lowered at a constant acceleration of `g//4`. The magnitude of work done (in joule ) by the string in lowering the bucket by `10 cm` would be `:`
Answer» Here, `m=(4)/(3) kg, a =(g)/(a) , ` downwards. If `T` is tension in the string, then `T=m(g-a)=(4)/(3)(g-(g)/(4))=(4)/(3).(3g)/(4)=g` Magnitude of work done by string, `W=Txxs=gxx(10)/(100)=10 xx (10)/(100)=1J`

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A bucket of mass `4//3` is tied to a string and is lowered at a constant acceleration of `g//4`. The magnitude of work done (in joule ) by the string in lowering the bucket by `10 cm` would be `:`

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