A uniform disk has radius R 0 and mass M 0 . Its moment of inertia for
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A uniform disk has radius R 0 and mass M 0 . Its moment of inertia for an axis perpendicular to the plane of the disk at the disk's center is ½ M o R 0 2 . You have been asked to halve the disk's moment of inertia by cutting out a circular piece at the center of the disk. In terms of R 0 , what should be the radius of the circular piece that you remove?
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