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A pivoted beam has a mass m₁ suspended from one end and an Atwood's machine suspended from the other (see left-hand sketch). The frictionless pulley has negligible mass and dimension. Gravity is directed downward, and m2 > m3. Find a relation between M1, M2, M3, l₁, and 12 that will ensure that the beam has no tendency to rotate just after the masses are released. O O m₁ a. b. C. d. e. 3S 12 55 12 = = = 4 4 = 4 11 35 = m2m3 m1(m2+m3) m1√m2m3 (m2-m3)² m2m3 m1(m2-m3) m2m3 m1(m2-m3) m1 m2m3 (m2+m3)² 12 m2 m3

A pivoted beam has a mass m₁ suspended from one end and an Atwood's machine suspended from the other (see left-hand sketch). The frictionless pulley has negligible mass and dimension. Gravity is directed downward, and m2 > m3. Find a relation between M1, M2, M3, l₁, and 12 that will ensure that the beam has no tendency to rotate just after the masses are released. O O m₁ a. b. C. d. e. 3S 12 55 12 = = = 4 4 = 4 11 35 = m2m3 m1(m2+m3) m1√m2m3 (m2-m3)² m2m3 m1(m2-m3) m2m3 m1(m2-m3) m1 m2m3 (m2+m3)² 12 m2 m3

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
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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A pivoted beam has a mass m₁ suspended from one end and an Atwood's machine suspended from the other (see left-hand sketch). The frictionless pulley has negligible mass and dimension. Gravity is directed downward, and m2 > m3. Find a relation between M1, M2, M3, l₁, and 12 that will ensure that the beam has no tendency to rotate just after the masses are released. O O m₁ a. b. C. d. e. 3S 12 55 12 = = = 4 4 = 4 11 35 = m2m3 m1(m2+m3) m1√m2m3 (m2-m3)² m2m3 m1(m2-m3) m2m3 m1(m2-m3) m1 m2m3 (m2+m3)² 12 m2 m3
Transcribed Image Text:A pivoted beam has a mass m₁ suspended from one end and an Atwood's machine suspended from the other (see left-hand sketch). The frictionless pulley has negligible mass and dimension. Gravity is directed downward, and m2 > m3. Find a relation between M1, M2, M3, l₁, and 12 that will ensure that the beam has no tendency to rotate just after the masses are released. O O m₁ a. b. C. d. e. 3S 12 55 12 = = = 4 4 = 4 11 35 = m2m3 m1(m2+m3) m1√m2m3 (m2-m3)² m2m3 m1(m2-m3) m2m3 m1(m2-m3) m1 m2m3 (m2+m3)² 12 m2 m3
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