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A disc of radius R rolls without slippin...

A disc of radius R rolls without slipping at spped v along positve x-axis. Velocity of point P at the instant shown in figure is

A

`V_(P) = (V + (Vr sin theta)/R) I + (Vr cos theta)/R j`

B

`V_(P) =(V + (Vr sin theta)/R)I -(Vr cos theta)/R j`

C

`V_(P)=V + (Vr sin theta)/R I + (Vr cos theta)/R j`

D

`V_(P) = V + (Vr sin theta)/I -(Vr cos theta)/R j`

Text Solution

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The correct Answer is:
B
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