PhysicsHard49×since 2002Q8084From a solid sphere of mass MMM and radius RRR a cube of maximum possible volume is cut. Moment of inertia of cube about an axis passing through its center and perpendicular to one of its face is:A4MR293π{{4M{R^2}} \over {9\sqrt {3\pi } }}93π4MR2B4MR233π{{4M{R^2}} \over {3\sqrt {3\pi } }}33π4MR2CMR2322π{{M{R^2}} \over {32\sqrt {2\pi } }}322πMR2DMR2162π{{M{R^2}} \over {16\sqrt {2\pi } }}162πMR2Check answerSkip