Question: A2. A hole of radius a A hole of radius a < b is bored symmetrically through the center of a solid sphere of radius

A hole of radius a < b is bored symmetrically through the

A2. A hole of radius a

A hole of radius a < b is bored symmetrically through the center of a solid sphere of radius b and uniform density 5, leaving a "ring" of mass m. Show that the moment of inertia of this ring about its axis of ZL(3a2 + 2b2). symmetry is 10 =

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