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Three objects ,A ( a solid sphere ) , B ( a thin circular disc ) and C ( a circular ring ) , each have the same mass M and radius R. They all spin with the same angular speed `omega ` about their own symmetry axies . The amounts of work (W ) required to bring them to rest , would satisfy the relation

A

`W_(B ) gt W_(A ) gt W_(C)`

B

`W_(A ) gt W_(B ) gt W_(C)`

C

`W_(C ) gt W_(B ) gt W_(A)`

D

`W_(A ) gt W_(C ) gt W_(B)`

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