The equation of a S.H.M. of amplitude 'A' and angular frequency `omega` in which all distances are measured from one extreme positionand time is taken to be zero, at the other extreme position is

The equation of a S.H.M. of amplitude A and angular frequency omega in which all distances are measured from one extreme position and time is taken to be zero at the other extreme position is

Write the equation for a particle in simple harmonic motion with amplitude a and angular frequency epsilon considering all distance from one extreme position and time when its is at the other extreme position.

A particle executing S.H.M. starts from the mean position. Its phase, when it reaches the extreme position, is

A particle executing S.H.M. starts from the mean position. Its phase, when it reaches the extreme position, is

A particle executes SHM from extreme position and covers a distance equal to half to its amplitude in 1 s.

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

The equation of S.H.M of a particle whose amplitude is 2 m and frequency 50 Hz. Start from extreme position is

The equation of S.H.M of a particle whose amplitude is 2 m and frequency 50 Hz. Start from extreme position is

The avergae kinetic energy of particle of mass m undergoing S.H.M. with angular frequency omega and amplitude A, over half of one time period is