Physics

Physics

Problem

A particle rests on the top of a hemisphere of radius R. The minimum linear horizontal velocity for the particle to leave the vertex without slipping will be (1) v=2gRv = \sqrt{2gR} (2) v=Rg2v = \sqrt{\frac{Rg}{2}} (3) v=gRv = \sqrt{gR} (4) v=2gRv = \sqrt{\frac{2g}{R}}

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