When a Damping Force Is Applied to a Simple Harmonic $\omega$

Multiple Choice

When a damping force is applied to a simple harmonic oscillator which has angular frequency $\omega$ 0 in the absence of damping, the new angular frequency $\omega$ is such that:

A) ( $\omega$ < $\omega$ 0.)
B) ( $\omega$ = $\omega$ 0.)
C) ( $\omega$ > $\omega$ 0.)
D) ( $\omega$ T < $\omega$ 0T0.)
E) ( $\omega$ T > $\omega$ 0T0.)