Three Pendulums with Strings of the Same Length and Bobs $\theta$

Multiple Choice

Three pendulums with strings of the same length and bobs of the same mass are pulled out to angles $\theta$ 1, $\theta$ 2 and $\theta$ 3 respectively and released. The approximation sin $\theta$ = $\theta$ holds for all three angles, with $\omega$ 3 > $\omega$ 2 > $\omega$ 1. How do the angular frequencies of the three pendulums compare?

A) ( $\omega$ 3 > $\omega$ 2 > $\omega$ 1)
B) Need to know amplitudes to answer this question.
C) Need to know $\sqrt{g / L}$ to answer this question.
D) ( $\omega$ 1 > $\omega$ 2 > $\omega$ 3)
E) ( $\omega$ 1 = $\omega$ 2 = $\omega$ 3)