A simple harmonic oscillator
(A) Always has maximum KE at the equilibrium position
(B) Always has zero KE at the extreme position
(C) Always has maximum PE at extreme position
(D) always has zero PE at the equilibrium position

In the equilibrium position a body has .............

A particle has maximum velocity at mean position and zero velocity at the extreme position. Is it sure test for SHM?

For a particle executing simple harmonic motion, which of the following statements is correct? (1) The total energy of the particle always remains the same (2) The restoring force is maximum at the extreme positions (3) The acceleration of the particle is maximum at the equilibrium position (4) The acceleration of the particle is maximum at the equilibrium position

In S.H.M. at the equilibrium position a) Amplitude is minimum b) acceleration is zero c) Velocity is maximum d) P.E is maximum

calculate velocity of a particle executing S.H.M and show that it is maximum at the mean position and minimum (i.e. zero) at the extreme position.

Statement (a): The velocity of simple harmonic oscillator is maximum at mean position Statement (b): At extreme position the acceleration of simple harmonic oscillator is maximum. Statement (c): The velocity of simple harmonic oscillator is minimum at extreme position

The PE of a simple harmonic oscillator 0.1 s after crossing the mean position is 1/4 of its total energy. Then the period of its oscillation is