(a) Revisit the problem and solve for the cable forces TAD, TAC, and reaction force components O Oy, and O₂ by invoking the cross-product formulation of moment equilibrium about point A. (b) An alternative and powerful approach involves summing moments about a line the line OD. Start with the vector equation of moment equilibrium about point O (since it lies on OD) and project this equation along the line OD to solve for the cable tension TAC. Do not solve for any additional reactions. 0.8 m X 1.6 m 1.6m 2 1.1m D 2m A B y F = (5î - 12 k) KN
(a) Revisit the problem and solve for the cable forces TAD, TAC, and reaction force components O Oy, and O₂ by invoking the cross-product formulation of moment equilibrium about point A. (b) An alternative and powerful approach involves summing moments about a line the line OD. Start with the vector equation of moment equilibrium about point O (since it lies on OD) and project this equation along the line OD to solve for the cable tension TAC. Do not solve for any additional reactions. 0.8 m X 1.6 m 1.6m 2 1.1m D 2m A B y F = (5î - 12 k) KN
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:(a) Revisit the problem and solve for the cable forces TAD, TAC, and reaction force components 0,
Oy, and O₂ by invoking the cross-product formulation of moment equilibrium about point A. (b) An
alternative and powerful approach involves summing moments about a line the line OD. Start with the
vector equation of moment equilibrium about point O (since it lies on OD) and project this equation
along the line OD to solve for the cable tension TAC. Do not solve for any additional reactions.
0.8 m
X
1.6m
Z
D
1.6 m
2
1.IM
D
2m
A
B
y
F = (5î - 12 k) KN
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