A solid cylinder of radius 0.300 [m] is wrapped with a massless string. Holding the free end of the string stationary, the cylinder is dropped from a height of 2.00 [m] from the ground. Right before it hits the ground, the cylinder was found to have an angular velocity of 3.00 [rad/s]. Assuming that the string does not slip or stretch as the cylinder descends and rotates, what is the angular acceleration of the cylinder?

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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A solid cylinder of radius 0.300 [m] is wrapped with a massless string. Holding the free end of the string stationary, the cylinder is dropped from a height
of 2.00 [m] from the ground. Right before it hits the ground, the cylinder was found to have an angular velocity of 3.00 [rad/s]. Assuming that the string does not slip or stretch as the cylinder descends and rotates, what is the angular acceleration of the cylinder?

A solid cylinder of radius 0.300 [m] is wrapped with a massless string. Holding the free end of the string
stationary, the cylinder is dropped from a height of 2.00 [m] from the ground. Right before it hits the
ground, the cylinder was found to have an angular velocity of 3.00 [rad/s]. Assuming that the string does
not slip or stretch as the cylinder descends and rotates, what is the angular acceleration of the cylinder?
Transcribed Image Text:A solid cylinder of radius 0.300 [m] is wrapped with a massless string. Holding the free end of the string stationary, the cylinder is dropped from a height of 2.00 [m] from the ground. Right before it hits the ground, the cylinder was found to have an angular velocity of 3.00 [rad/s]. Assuming that the string does not slip or stretch as the cylinder descends and rotates, what is the angular acceleration of the cylinder?
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