A particle (bob) of mass `1` kg is performing vertical cicular motion. Then `:`

As shown in figure, a particle of mass m is performing vertical circular motion. The velocity of the particle is increased, then at which point will the string break?

The difference in tensions in the string at lowest and highest points in the path of the particle of mass 'm' performing vertical circular motion is :

A particle of mass 10^(-6) kg performs uniform cicular motion. Its period is 10 s and the radius of the circle is 2m. Find (i) the speed of the particle (ii) The centripeta acceleration of the particle (iii) The centripetal force on the particle.

A particle performing uniform circular motion has

A particle performing uniform circular motion has

A particle performing uniform circular motion has

Derive an expression for difference in tensions at highest and lowest point for a particle performing vertical circular motion.

A mass is performing vertical ciruclar motion . If the average velocity of the particle is increased, then at which point the string will break: