What is angular S.H.M ? Set up its differential equation.

What is phase of S.H.M.

Derive the differential equation of angular SHM.

Define, Angular S.H.M.

A body of mass 2 kg performs linear S.H.M. The restoring force acting on it , when its displacement is 0.6 m from the mean position is 3 N .Write down the differential equation of its motion.

If m and n are respectively the order and degree of the differential equation of the family of parabolas with focus at the origin and X-axis as its axis , then mn-m + n=

Obtain differential equation of linear S.H.M.

In SI units, the differential equation S.H.M is d^2x /dt^2 = -36 x . Find its frequency and period.

A particle of mass 4 kg is executing S.H.M. Its displacement is given by the equation Y=8 cos[100t+pi//4] cm. Its maximum kinetic energy is

The term phase in S.H.M