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Two cylinders have the same radius R = 0.6 m and length 0.6 m, but one is a solid cylinder of massM1 = 4.5 kg and the other is a hollow cylinder of mass M2 = 1.6kg. Each of them is allowed to roll down a ramp. The ramp is h0 = 14 m higher at one end than the other end.
(A) How fast is each cylinder moving when it has reached a height of 13 m above the ground?
(B) Which cylinder takes the shorter time to reach the bottom of the ramp?
(C) What is the ratio of the final speed of the solid cylinder to that of the hollow cylinder?
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