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A mass oscillating on a spring has a differential equation of motion $(2$ $kg)\cfrac{d^2 x}{dt^2}=(-0.5$ $ kg/s^2)x$.

What is the period, in seconds, of the oscillating mass?

A

$\cfrac{\pi}{2}$ s

B

$\pi$ s

C

$2\pi$ s

D

$4\pi$ s

E

$16\pi$ s

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