A hollow cylinder of mass M1 and radius R1 rolls without slipping on the inside surface of another hollow cylinder of mass M2 and radius R2. Assume R1<

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A hollow cylinder of mass M1 and radius R1 rolls without slipping on the inside surface of another hollow cylinder of mass M2 and radius R2.
Assume R1<<R2. Both axes are horizontal, and the larger cylinder is free to rotate about its axis. What is the angular velocity or frequency of small
oscillations? (You can use sin(©)}~ © when © is small). Note: Please write each step of your solution with an explanation.

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