In SHM , potential energy of a particle at mean position is `E_(1)` and kinetic enregy is `E_(2)` , then

The potential energy of a particle performing S.H.M. at mean position is

The potential energy of a particle performing S.H.M. at mean position is

A particle is executing SHM with amplitude A. At displacement x=(-A/4) , force acting on the particle is F, potential energy of the particle is U, velocity of particle is v and kinetic energy is K. Assuming potential energyh to be zero at mean position. At displacement x=A/2

A particle is executing SHM with amplitude A. At displacement x=(-A/4) , force acting on the particle is F, potential energy of the particle is U, velocity of particle is v and kinetic energy is K. Assuming potential energyh to be zero at mean position. At displacement x=A/2

A particle is executing SHM with amplitude A. At displacement x=(-A/4) , force acting on the particle is F, potential energy of the particle is U, velocity of particle is v and kinetic energy is K. Assuming potential energyh to be zero at mean position. At displacement x=A/2

The kinetic energy of a particle performing S.H.M. at mean position is

Kinetic energy of a particle on the surface is E_(0) and potential energy is -E_(0)/(2) . (a) Will the particle escape to infinity ? (b) At some height its kinetic energy becomes 0.6 E_(0) . What is potential energy at this height ? (c) If the particle escape to infinity , what is kinetic energy of the particle at infinity ?

Kinetic energy of a particle on the surface is e_(0) and potential energy is -E_(0)/(2) . (a) Will the particle escape to infinity ? (b) At some height some height its kinetic energy becomes 0.6 E_(0) . What is potential energy at this height ? (c) If the particle escape to infinity , what is kinetic energy of the particle at infinity ?