Equation OF SHM

Shm - Equation Of Motion

A body oscillates with SHM according to the equation (in SHM unit ), x=5"cos"(2pit+(pi)/(4)) . Its instantaneous displacement at t=1 s is

From the time equations of SHM, prove the relation, v+-omegasqrt(A^(2)-x^(2))

Shm - Equation Of Simple Harmonic Motion

Given equation of S.H.M. is y = 10 sin(20t+0.5). The initial phase is

The equation of S.H.M. is y=a sin (2 pint + a) , then its phase at time t is

The differnetial equation of S.H.M is given by (d^2x)/(dt^2)+propx=0 . The frequency of motion 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 is a+4pi^(2)x=0 , where a is instantaneous linear acceleration at displacement x. Then the frequency of motion is

The equation of S.H.M. with amplitude 4m and time period 1/2 s with initial phase pi//3 is x =