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Consider two cylinders that start down identical inclines from rest except that one is frictionless. Thus one cylinder rolls without slipping, while the other slides frictionlessly without rolling. They both travel a short distance at the bottom and then start up another incline. Explain why the time for the rolling motion is greater than that for the sliding motion, and yet they both reach the same ending height which also is equal to their starting height.
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Consider two cylinders that start down identical inclines from rest except that one is frictionless....
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