Question

5) Define angular S.H.M. and obtain its differential equation.​

Answer 1

Explanation:

Angular simple harmonic motion:

When a body is at equilibrium and is disturbed by a small amount of torque then it performs angular simple harmonic motion. It's differential equation is given as: ω = √ g / l. ω = angular S.H.M. Where g = Gravitational acceleration.

Answer 2

Answer:

When a body is at equilibrium and is disturbed by a small amount of torque then it performs angular simple harmonic motion. It's differential equation is given as: ω = √ g / l. ω = angular S.H.M.