3. Of the two frictionless inclined planes with slopes of 30 ° and 53 °, masses m1 = 4kg on the first and m2 = 2kg on the second. These two masses are attached to the two ends of a RAI rope passing through a reel of radius R = 50cm and moment of inertia I = 2 kg m2. Find the accelerations (the linear accelerations of the masses and the angular acceleration of the pulley) and the stresses in the rope. NOTE: The reel is rotating, the tensions in the rope are not equal. т m2 30 53
3. Of the two frictionless inclined planes with slopes of 30 ° and 53 °, masses m1 = 4kg on the first and m2 = 2kg on the second. These two masses are attached to the two ends of a RAI rope passing through a reel of radius R = 50cm and moment of inertia I = 2 kg m2. Find the accelerations (the linear accelerations of the masses and the angular acceleration of the pulley) and the stresses in the rope. NOTE: The reel is rotating, the tensions in the rope are not equal. т m2 30 53
University Physics Volume 1
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Author:William Moebs, Samuel J. Ling, Jeff Sanny
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Chapter10: Fixed-axis Rotation
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Problem 8CQ: A massless tether with a masses tied to both ends rotates about a fixed axis through the center. Can...
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![3. Of the two frictionless inclined planes with slopes of 30 ° and
53 °, masses m1 = 4kg on the first and m2 = 2kg on the
second. These two masses are attached to the two ends of a
RAI
rope passing through a reel of radius R = 50cm and moment of
inertia I = 2 kg m2. Find the accelerations (the linear
accelerations of the masses and the angular acceleration of the
pulley) and the stresses in the rope. NOTE: The reel is
rotating, the tensions in the rope are not equal.
т
m2
30
53](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa40381a7-b56d-447e-9f71-425ef89df6e3%2Fbedcc4ff-cba4-4d61-a838-b72bc99478e3%2Ftoc4rt.jpeg&w=3840&q=75)
Transcribed Image Text:3. Of the two frictionless inclined planes with slopes of 30 ° and
53 °, masses m1 = 4kg on the first and m2 = 2kg on the
second. These two masses are attached to the two ends of a
RAI
rope passing through a reel of radius R = 50cm and moment of
inertia I = 2 kg m2. Find the accelerations (the linear
accelerations of the masses and the angular acceleration of the
pulley) and the stresses in the rope. NOTE: The reel is
rotating, the tensions in the rope are not equal.
т
m2
30
53
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