In a game of pool, a cue ball is initially sliding on the table with backspin. Friction between the ball and table eventually causes the ball to transition to "rolling without slipping" (where v = rw). For this problem, use an origin (to calculate torque and angular momentum) which is on the table surface. Check all the following statements which are true during the transition from sliding to rolling without slipping. There may be more than one correct answer! The "spin" angular momentum (Iw) of the ball stays constant The velocity of the ball's center of mass stays constant The friction force exerts zero torque on the ball (using the origin described). The total angular momentum (orbit + spin) of the ball stays constant (using the origin described). The "orbit" angular momentum (mur _ ) of the ball stays constant
In a game of pool, a cue ball is initially sliding on the table with backspin. Friction between the ball and table eventually causes the ball to transition to "rolling without slipping" (where v = rw). For this problem, use an origin (to calculate torque and angular momentum) which is on the table surface. Check all the following statements which are true during the transition from sliding to rolling without slipping. There may be more than one correct answer! The "spin" angular momentum (Iw) of the ball stays constant The velocity of the ball's center of mass stays constant The friction force exerts zero torque on the ball (using the origin described). The total angular momentum (orbit + spin) of the ball stays constant (using the origin described). The "orbit" angular momentum (mur _ ) of the ball stays constant
Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter9: Momentum And Its Conservation
Section: Chapter Questions
Problem 1STP
Related questions
Question
![In a game of pool, a cue ball is initially sliding on the table with backspin. Friction between
the ball and table eventually causes the ball to transition to "rolling without slipping"
(where v = rw).
For this problem, use an origin (to calculate torque and angular momentum) which is on the
table surface.
Check all the following statements which are true during the transition from sliding to
rolling without slipping. There may be more than one correct answer!
The "spin" angular momentum (Iw) of the ball stays constant
The velocity of the ball's center of mass stays constant
The friction force exerts zero torque on the ball (using the origin described).
The total angular momentum (orbit + spin) of the ball stays constant (using the origin
described).
The "orbit" angular momentum (mur _ ) of the ball stays constant](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8dc655a5-0114-4983-becd-0bcc5b4edffa%2F912d6cb9-7083-45eb-bf74-ce4a95caeb55%2Fs4yctl_processed.png&w=3840&q=75)
Transcribed Image Text:In a game of pool, a cue ball is initially sliding on the table with backspin. Friction between
the ball and table eventually causes the ball to transition to "rolling without slipping"
(where v = rw).
For this problem, use an origin (to calculate torque and angular momentum) which is on the
table surface.
Check all the following statements which are true during the transition from sliding to
rolling without slipping. There may be more than one correct answer!
The "spin" angular momentum (Iw) of the ball stays constant
The velocity of the ball's center of mass stays constant
The friction force exerts zero torque on the ball (using the origin described).
The total angular momentum (orbit + spin) of the ball stays constant (using the origin
described).
The "orbit" angular momentum (mur _ ) of the ball stays constant
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