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Rotational Inertia of a Disk and Point Mass
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A uniform circular disk of mass M and radius R has a small point mass m attached to its edge. If the system rotates about an axis perpendicular to the disk through a point on the edge opposite to the attached mass, what is the total rotational inertia?

A

3MR²/2 + 4mR²

B

MR²/2 + mR²

C

MR² + mR²

D

5MR²/4 + 4mR²

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