A simple pendulum is oscillating with amplitude 'A' and angular frequency '`omega`' . At displacement 'x' from mean position, the ratio of kinetic energy to potential energy is

A simple pendulum is oscillating with amplitue A and angular frequency omega At ratio of kinetic energy to potential energy is

Amplitude of a SHO is sqrt(5) cm . At what displacement from the mean position the ratio of kinetic energy to potential energy is 4?

If A is amplitude of a particle in SHM, its displacement from the mean position when its kinetic energy is thrice that to its potential energy

If A is amplitude of a particle in SHM, its displacement from the mean position when its kinetic energy is thrice that to its potential energy

A particle of mass m executing SHM with amplitude A and angular frequency omega . The average value of the kinetic energy and potential energy over a period is

A particle of mass m executing SHM with amplitude A and angular frequency omega . The average value of the kinetic energy and potential energy over a period is

The amgular velocity and the amplitude of a simple pendulum is omega and a respectively. At a displacement x from the mean position, if its kinetic energy is T and potential energy is U, then the ratio of T to U is

The amgular velocity and the amplitude of a simple pendulum is omega and a respectively. At a displacement x from the mean position, if its kinetic energy is T and potential energy is U, then the ratio of T to U is

The angular velocity and amplitude of simple pendulum are omega and r respectively. At a displacement x from the mean position, if its kinetice energy is T and potential energy is U, find the ration of T to U.