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

question 17

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.)

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