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Question

Question: A ball of radius r lies at the bottom of a vertical ring of radius R, find the minimum velocity to b...

A ball of radius r lies at the bottom of a vertical ring of radius R, find the minimum velocity to be given so that the ball completes the loop rolling without slipping.

A

5g(Rr)\sqrt { 5 g ( R - r ) }

B

2710g(Rr)\sqrt { \frac { 27 } { 10 } g ( R - r ) }

C

277g(Rr)\sqrt { \frac { 27 } { 7 } g ( R - r ) }

D

275g(Rr)\sqrt { \frac { 27 } { 5 } g ( R - r ) }

Answer

277g(Rr)\sqrt { \frac { 27 } { 7 } g ( R - r ) }

Explanation

Solution

8 × 6 sin30 = F × 16 or F = 1.5N