Abowling ball of mass m and radius r. whose moment of inertia about its center is (2/5)mr2, rolls without slipping along a level surface at speed v. the maximum vertical height to which it can roll if it ascends an incline is

h =

Explanation:

The total energy is kinetic energy and rotational energy.

This will be equal to the potential energy at the moment of rest

Therefore

where I = moment of inertia =

substituting into the first equation, then

Hence

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