A disk is projected upwards on a ramp of unknown dimensions. It comes to a complete...
A disk is projected upwards on a ramp of unknown dimensions. It comes to a complete stop at the top and then falls down to the bottom.
(a uniform disk of mass M with radius R) (pure rolling motion)
a) Find the height of peak
b) What are the vector components of the disk traveling up the ramp?
c) What is velocity of disk (bottom of ramp)(rolling rotation) if energytotal = mgH?
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