The diagram below shows a wheel(disk) of radius R and mass M = 2m which is attached via a string to a mass m which is hanging freely. The string passes over a fixed pulley which can be assumed to be massless. When the mass m is released from rest, the wheel rolls without slipping on an inclined plane of angle 0 with coefficient of static friction µg. Assume that the angle 0 is large enough that the wheel rolls downward. The moment of inertia of the wheel about its centre of mass is given by ICM = }MR? where M is the mass of the wheel. Massless Pulley B. M m

Q: Only parts b, c, and d. Thanks!

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