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The angular retardation of a rotating fl...

The angular retardation of a rotating flywheel is proportional to the angle through which it rotates. If its kinetic energy gets reduced by `Delta E` while it rotates through at an angle `theta`, then

A

`Delta Eprop theta^(2)`

B

`Delta Eprop sqrt(theta)`

C

`Delta E prop theta`

D

`Delta E prop theta^((3)/(2))`

Text Solution

Verified by Experts

The correct Answer is:
A

We known that the given body is performing angular SHM ,
`KE = (1)/(2) k(A^(2)-x^(2))`
`rArr KE = (1)/(2) k (theta_(0)^(2) - theta^(2))`
Hence, reduced kinectic energy `Delta E` is
or `Delta E prop theta^(2)`
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