Oscillations of a loaded spring are simple harmonic motion. A body oscillates with S.H.M is given by `x=5 cos[2pit+pi/4]`. Calculate the displacement at time, `t=1.5s`.

The motions that repeat themselves are called periodic motions but for a simple harmonic motion, the force must be proportional to the displacement and it is directed towards the centre of motion. Write the expression for a period of oscillation of a loaded spring.

A particle executes simple harmonic motion according to the equation x=5sin((2π)/3t) Find the period of the oscillation

Starting from the mean position, a body oscillates simple harmonically with an amplitude of 2m and a period of 2s . draw the variation of displacement with time for the above motion.