A cylinder of radius r = 0.4 m is about to start rolling down an inclined plane. The acceleration of the center of the cylinder is 9.81 sin(0) m/s². The angular acceleration is 9.81 sin(0)/r rad/s². Assume 0 = 0.2 rad. What is the magnitude of acceleration of the point on the cylinder furthest from the inclined plane in m/s². Hint: Since it is about to start rolling, the velocity of the center of the cylinder and angular velocity of the cylinder are still zero at that instant.
A cylinder of radius r = 0.4 m is about to start rolling down an inclined plane. The acceleration of the center of the cylinder is 9.81 sin(0) m/s². The angular acceleration is 9.81 sin(0)/r rad/s². Assume 0 = 0.2 rad. What is the magnitude of acceleration of the point on the cylinder furthest from the inclined plane in m/s². Hint: Since it is about to start rolling, the velocity of the center of the cylinder and angular velocity of the cylinder are still zero at that instant.
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
Transcribed Image Text:A cylinder of radius r = 0.4 m is about to start rolling down an inclined plane. The
acceleration of the center of the cylinder is 9.81 sin(e) m/s?. The angular acceleration
is 9.81 sin(0)/r rad/s?. Assume 0 = 0.2 rad. What is the magnitude of acceleration of
the point on the cylinder furthest from the inclined plane in m/s?.
Hint: Since it is about to start rolling, the velocity of the center of the cylinder and
angular velocity of the cylinder are still zero at that instant.
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