Confusing Sometimes

A solid sphere of mass \(10\text{ kg}\) and radius \(2\text{ m}\) comes down an incline of height \(10\text{ m}\). The incline makes an angle \(45^\circ\) with the horizontal.

When the sphere is on the level ground, find the greatest integer value of the velocity of the topmost point on the sphere.

Assume no slipping.

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