Posted by Seth on Sunday, April 3, 2011 at 1:52am.
Conside the ratios of kinetic energies of the two cylinders. Each rolls up the incline a distance that is proprtional K.E.
The differences are due to differing amounts of rotational kinetic energy, which depends upon the moment of inertia. They are not the same for the two cylinders. The hollow cylinder has a higher rotational KE, but the same translational KE, as the solid cylinder. It is the total KE that matters.
The kinetic energy at a given V is independent of R. It is not necessary to have the two cylinders have the same mass or radius, in order to get the 4:3 ratio of distances.
same
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