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Question: A ball from a height h along the slope moves on the perfectly frictionless circular track of radius ...

A ball from a height h along the slope moves on the perfectly frictionless circular track of radius r as shown in the figure. If the ball just moves on the circular track without falling vertically downwards, the minimum height from where the ball should be released is –

A

32\frac{3}{2}r

B

52\frac{5}{2}r

C

72\frac{7}{2} r

D

r

Answer

52\frac{5}{2}r

Explanation

Solution

v ³ 5rg\sqrt{5rg} or 2hg\sqrt{2hg} ³ 5rg\sqrt{5rg}

\ h ³ 52\frac{5}{2} r