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Buffu
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Homework Statement
A wheel of radius R rolls along the ground with velocity V. A pebble is carefully released on top of the wheel so that it is instaneously at the rest on the wheel. Show that in the case ##V < \sqrt{Rg}## and the coefficient of friction is ##\mu = 1## the pebble starts to slide when it is rotated through an angle given by ##\theta = \arccos (1/\sqrt{2}(V^2/Rg)) - \pi/4##
Homework Equations
The Attempt at a Solution
I would attempt at the solution if only I understand what its by "sliding" in the question ? Does it mean that the pebble will fly off the wheel ? or its accelaration is zero ?
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