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Question
A motor cyclist rides in a vertical hollow sphere of radius 5 m. Find minimum angular speed required so that it does not loose contact with the sphere at the highest point. (g = 9.8m/s2)
Numerical
Solution
The motor cyclist will not loose contact with the sphere at the highest point if
Centripetal force = Weight of the motor and rider
mrω2 = mg
ω2 = `g/r`
ω = `sqrt(g/r)`
= `sqrt(9.8/5)`
= `sqrt(1.96)`
= 1.4 rad/s
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Vertical Circular Motion
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