An object of mass and radius rolls without slipping such that of its total kinetic…

PHYSICS · Subjective · A Level · Physics · Engineering physics · Engineering physics

Problem

An object of mass MM and radius RR rolls without slipping such that 60%60\% of its total kinetic energy is rotational. Assuming its moment of inertia can be written as I=kMR2I = kMR^{2}, calculate the value of the dimensionless constant kk.

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