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1. Part of a symmetrical rolling machine can be modeled as shown below. Find the velocities of points B and C if the cylinder does not slip on the translating bodies B₁ and B₂ VQ B₁ O 0.2 m B 3 m/s Q C Vp = 5 m/s F-B₂ Ľ X Used with permission from "Engineering Mechanics: Dynamics" McGill/King, 4th Ed., 2003 VB=0.4 m/s; c= 21 m/s UB=1i+4jm/s; Uc=lim/s VB=21+4ĵm/s; Vc=21m/s None of the above

1. Part of a symmetrical rolling machine can be modeled as shown below. Find the velocities of points B and C if the cylinder does not slip on the translating bodies B₁ and B₂ VQ B₁ O 0.2 m B 3 m/s Q C Vp = 5 m/s F-B₂ Ľ X Used with permission from "Engineering Mechanics: Dynamics" McGill/King, 4th Ed., 2003 VB=0.4 m/s; c= 21 m/s UB=1i+4jm/s; Uc=lim/s VB=21+4ĵm/s; Vc=21m/s None of the above

Elements Of Electromagnetics
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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1. Part of a symmetrical rolling machine can be modeled as shown below. Find the velocities of points B and C if the cylinder does not slip on the translating bodies B₁ and B2 Vo B₁-E 0.2 m B 3 m/s P Vp = 5 m/s Br y X Used with permission from "Engineering Mechanics: Dynamics" McGill/King, 4th Ed., 2003 VB=0.4 m/s; c=27m/s VB=17+43 m/s; Vc=11m/s VB= 2₁ +43 m/s; Vc=21m/s None of the above
Transcribed Image Text:1. Part of a symmetrical rolling machine can be modeled as shown below. Find the velocities of points B and C if the cylinder does not slip on the translating bodies B₁ and B2 Vo B₁-E 0.2 m B 3 m/s P Vp = 5 m/s Br y X Used with permission from "Engineering Mechanics: Dynamics" McGill/King, 4th Ed., 2003 VB=0.4 m/s; c=27m/s VB=17+43 m/s; Vc=11m/s VB= 2₁ +43 m/s; Vc=21m/s None of the above
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