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

The differnetial equation of S.H.M is given by (d^2x)/(dt^2)+propx=0 . The frequency of motion is

Obtain differential equation of linear S.H.M.

The correct differential equation of linear S.H.M. is

The differential equation x((d^2y)/(dx^2))^3 + ("dy"/"dx")^4 y = x^2 is of

The differential equation m frac(d^2x)(dt^2)+b frac(dx)(dt) +k(x) = 0 represent

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

The displacement of a particle executing S.H.M. is x = 5 sin (20 pit ). Then its frequency will be

Using differential equation of linear S.H.M, obtain the expression for velocity in S.H.M.

From the differential equation of linear S.H.M. obtain expressions for acceleration, velocity and displacement of particle performing S.H.M.