Which of the following quantities remains constant in simple harmonic motion?

The restoring force in simple harmonic motion is:

The time period of a simple pendulum depends on:

The maximum displacement from equilibrium position in simple harmonic motion is called:

Which of the following equations represents the displacement of an object undergoing simple harmonic motion with amplitude $\mathrm{\backslash (A\backslash )?}$

The restoring force in simple harmonic motion is always directed:

The frequency of a simple harmonic motion is:

The angular frequency \(\omega\) of a mass-spring system in simple harmonic motion depends on:

The acceleration of an object in simple harmonic motion is maximum at:

The total mechanical energy of a mass-spring system undergoing simple harmonic motion is:

For a spring-mass system, the period of oscillation \(T\) is inversely proportional to:

In simple harmonic motion, the velocity of the object is maximum at:

The graph of displacement versus time for an object undergoing simple harmonic motion is:

The phase constant in the equation \($x=A\; \backslash \sin (\omega t+\varphi )\backslash )$ determines:

The acceleration of an object in simple harmonic motion is proportional to: