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A uniform square slab with sides $b = 0.22 \space m$ swings about pivot P at one of its corners (see the figure on the left). In the figure, $h$ is the distance between the pivot and the slab's center of mass.

Find the length, $L$, of a simple pendulum (the figure on the right) that would have the same period of oscillation as the slab. Assume that all oscillations are small and that there is no friction.


$0.28 \space m$


$0.14 \space m$


$0.21 \space m$


$0.34 \space m$

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