A tiny solid ball (I = 2Mr 2 /5) rolls without slipping on the inside surface of

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A tiny solid ball (I = 2Mr2/5) rolls without slipping on the inside surface of a hemisphere as shown in Fig. 10-12. (The ball is much smaller than shown.) If the ball is released at A, how fast is it moving as it passes 

(a) Point-B, and 

(b) Point-C? 

Ignore friction losses.A 40.0 B Fig. 10-12 50.0 cm C

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