If mass M and radius of solid sphere is R, then moment of Inertia about
diameter is :
(A) 2/3MR^2
(B) 2/5MR^2
(c) 3/5MR^2
(d) 7/5MR^2
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A solid sphere of mass M and radius R having moment of inertia I about its diameter is recast into a solid disc abut an axis passing the edge and perpendicular to the plane remains l. Then R and r are related as. From(i) and (ii), 25MR2=32Mr2⇒r=2√15R.
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