Home
Class 12
PHYSICS
The total energy of a simple harmonic ...

The total energy of a simple harmonic oscillator is proportional to

A

1)square root of displacement

B

2)velocity

C

3)frequency

D

4)square of the amplitude

Text Solution

Verified by Experts

The energy of simple harmonic oscillator
`E=(1)/(2)momega^(2)A^(2)`
or `EpropA^(2)`
ie , energy is proportional to square of the amplitude
Promotional Banner

Similar Questions

Explore conceptually related problems

The total energy of a Bohr’s orbit is proportional to (n = Principal quantum number)

The amplitude of a simple harmonic oscillation is doubled. What change will you observe in the following physical quantities of the oscillator? Total energy.

The amplitude of a simple harmonic oscillation is doubled. What change will you observe in the following physical quantity of the oscillator? Maximum velocity.

The amplitude of a simple harmonic oscillation is doubled. What change will you observe in the following physical quantities of the oscillator? Period.

The amplitude of a simple harmonic oscillation is doubled. What change will you observe in the following physical quantity of the oscillator? Maximum acceleration.