14. A yo-yo has a moment of inertia that can be modeled by I = ½ MR2. When a yo-yo is “sleeping” its axle, radius r, is spinning inside a loop at the end of the string. Suppose the yo-yo is initially spinning with a period T and is “sleeping” in a loop with coefficient of friction μk. Derive expressions for the time t it takes for the yo-yo to completely stop and the number of revolutions n it will make during this time.

Principles of Physics: A Calculus-Based Text
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14. A yo-yo has a moment of inertia that can be modeled by I = ½ MR2. When a yo-yo is “sleeping” its axle, radius r, is spinning inside a loop at the end of the string. Suppose the yo-yo is initially spinning with a period T and is “sleeping” in a loop with coefficient of friction μk. Derive expressions for the time t it takes for the yo-yo to completely stop and the number of revolutions n it will make during this time.
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