Question

Define Rotational Power ​

Answer 1

$\huge\underline\green{\sf Rotational\:Power:-}$

The power associated with the work done by a Torque acting on a rotating body is refered to as Rotational Power.

$\large{\boxed{\sf {\frac{dW}{dt}}={\tau}{\frac{d{\theta}}{dt}}}}$

INSTANTANEOUS ROTATIONAL POWER :-

$\large{\boxed{\sf P_{r}={\tau}{\omega}}}$

Answer 2

By Example We Can Explain Rotational Power:

Whether it’s throwing or hitting, an athlete must be able to rotate well to be successful in the game of baseball.

We can assume that being strong is the “end-all-be all”, but an athlete needs to be able to express this maximal force in the shortest time possible (increase rate of force development).

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