A top is a toy that is made to spin on its pointed end by
pulling on a string wrapped around the body of the top. The string
has a length of 64 cm and is wound around the top at a spot where
its radius is 2.2 cm. The thickness of the string is negligible.
The top is initially at rest. Someone pulls the free end of the
string, thereby unwinding it and giving the top an angular
acceleration of 13 rad/s^{2}. What is the final angular
velocity of the top when the string is completely unwound?

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