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L. The pictured member has lengths L¸ = 4 ft, Ľ¸ = 2 ft, and L L33 ft, with the applied forces at A of → F₁ = {20 200 · î – 50 · j + 250 · ŵ} lb and • F2 = {-150 · 1 + 250 · } +50 · 1) lb. Calculate the . moment around point O, expressed as a Cartesian vector. cc 040 BY NO SA 2021 Cathy Zupke L₁ Z X L₂ Mo = lb L3 Ο F1 3+ A + F₂ y k) ft-

L. The pictured member has lengths L¸ = 4 ft, Ľ¸ = 2 ft, and L L33 ft, with the applied forces at A of → F₁ = {20 200 · î – 50 · j + 250 · ŵ} lb and • F2 = {-150 · 1 + 250 · } +50 · 1) lb. Calculate the . moment around point O, expressed as a Cartesian vector. cc 040 BY NO SA 2021 Cathy Zupke L₁ Z X L₂ Mo = lb L3 Ο F1 3+ A + F₂ y k) ft-

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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L. The pictured member has lengths L¸ = 4 ft, Ľ¸ = 2 ft, and L L33 ft, with the applied forces at A of → F₁ = {20 200 · î – 50 · j + 250 · ŵ} lb and • F2 = {-150 · 1 + 250 · } +50 · 1) lb. Calculate the . moment around point O, expressed as a Cartesian vector. cc 040 BY NO SA 2021 Cathy Zupke L₁ Z X L₂ Mo = lb L3 Ο F1 3+ A + F₂ y k) ft-
Transcribed Image Text:L. The pictured member has lengths L¸ = 4 ft, Ľ¸ = 2 ft, and L L33 ft, with the applied forces at A of → F₁ = {20 200 · î – 50 · j + 250 · ŵ} lb and • F2 = {-150 · 1 + 250 · } +50 · 1) lb. Calculate the . moment around point O, expressed as a Cartesian vector. cc 040 BY NO SA 2021 Cathy Zupke L₁ Z X L₂ Mo = lb L3 Ο F1 3+ A + F₂ y k) ft-
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