A particle executing SHM passes through the mean position with a velocity of `4 ms^(-1)`. The velocity of the particle at a point where the displacement is half of the amplitude is

A particle executing SHMpassing through the mean position with a velocity of 4 ms^-1 . The velocity of the particle at a point where the displacement is half of the amplitude is

The velocity of a particle under going SHM at the mean position is 2ms^(-1) . Find the velocity of the particle at the point where the displacement from the mean position is equal to half the amplitude.

A particle executing S.H.M. is passing through the mean position with a velocity of 40 m/s.(a) Calculate the maximum displacement of the particle from mean position if particle completes 1000 oscillations per minute. (b) obtain the displacement equation of the particle.

The velocity of a particle under going SHM at the mean position is 4ms^(-1) . Find the velocity of the particle at the point where is equal to half the amplitude.

A particle executing SHM completes 1200 oscillations per minute and passes through the mean position with a velocity of 31.4ms^(-1) . Determine the maximum displacement of the particle from the mean position also obtain the displacement equation of the aprticle if its displacemet be zero at the instant t=0.