1. The cord shown below is wrapped around a protruding small cylinder on a larger cylinder. You may use the mass moment of inertia, Ic = 1/mR² where R = 3 ft, for the complete composite cylinder body. The composite cylinder body weighs 130 lbs. It slips on the surface when it is released from rest. Use the acceleration due to gravity, g = 32.2 ft/sec². Find the angular acceleration of the composite cylinder body when it is released from rest. 1 ft 12 3 ft Cord μ = 1/6 у Ľ 1. X Used with permission from "Engineering Mechanics: Dynamics," McGill/King, 4th Ed., 2003 a=0.450 rad/sec² counter-clockwise a = 4.65 rad/sec² counter-clockwise a=1.65 rad/sec² counter-clockwise None of the above
1. The cord shown below is wrapped around a protruding small cylinder on a larger cylinder. You may use the mass moment of inertia, Ic = 1/mR² where R = 3 ft, for the complete composite cylinder body. The composite cylinder body weighs 130 lbs. It slips on the surface when it is released from rest. Use the acceleration due to gravity, g = 32.2 ft/sec². Find the angular acceleration of the composite cylinder body when it is released from rest. 1 ft 12 3 ft Cord μ = 1/6 у Ľ 1. X Used with permission from "Engineering Mechanics: Dynamics," McGill/King, 4th Ed., 2003 a=0.450 rad/sec² counter-clockwise a = 4.65 rad/sec² counter-clockwise a=1.65 rad/sec² counter-clockwise None of the above
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:1. The cord shown below is wrapped around a protruding small cylinder on a larger cylinder. You may use the mass
moment of inertia, Ic = 1/mR² where R = 3 ft, for the complete composite cylinder body. The composite
cylinder body weighs 130 lbs. It slips on the surface when it is released from rest. Use the acceleration due to
gravity, g = 32.2 ft/sec².
Find the angular acceleration of the composite cylinder body when it is released from rest.
1 ft
12
3 ft
Cord
μ = 1/6
y
Ľ
".
X
Used with permission from "Engineering Mechanics: Dynamics," McGill/King, 4th Ed., 2003
a=0.450 rad/sec² counter - clockwise
a = 4.65 rad/sec² counter-clockwise
a=1.65 rad/sec² counter - clockwise
None of the above
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