13. The same force F is ap- plied to the edge of two hoops (see the drawing). The hoops have the same mass, whereas the radius of the larger hoop 2R is twice the radius of the Axis smaller one. The entire mass Axis of each hoop is concentrated at its rim, so the moment of inertia is I = Mr, where M Mass = M Mass = M is the mass and r is the radius. Which hoop has the greater angular acceleration, and how many times as great is it compared to the angular acceleration of the other hoop? (a) The smaller hoop; two times as great (b) The smaller hoop; four times as great (c) The larger hoop; two times as great (d) The larger hoop: four times as great (e) Both have the same angular acceleration.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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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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13. The same force F is ap-
plied to the edge of two hoops
(see the drawing). The hoops
have the same mass, whereas
the radius of the larger hoop
2R
is twice the radius of the
Axis
smaller one. The entire mass
Axis
of each hoop is concentrated
at its rim, so the moment of
inertia is I = Mr, where M
Mass = M
Mass = M
is the mass and r is the radius. Which hoop has the greater angular
acceleration, and how many times as great is it compared to the angular
acceleration of the other hoop? (a) The smaller hoop; two times as great
(b) The smaller hoop; four times as great (c) The larger hoop; two times
as great (d) The larger hoop: four times as great (e) Both have the same
angular acceleration.
Transcribed Image Text:13. The same force F is ap- plied to the edge of two hoops (see the drawing). The hoops have the same mass, whereas the radius of the larger hoop 2R is twice the radius of the Axis smaller one. The entire mass Axis of each hoop is concentrated at its rim, so the moment of inertia is I = Mr, where M Mass = M Mass = M is the mass and r is the radius. Which hoop has the greater angular acceleration, and how many times as great is it compared to the angular acceleration of the other hoop? (a) The smaller hoop; two times as great (b) The smaller hoop; four times as great (c) The larger hoop; two times as great (d) The larger hoop: four times as great (e) Both have the same angular acceleration.
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