A bent rod ABC is supported by a pin and bracket at A and a cable CD. The weight of the bent rod is 15 N/m and is represented as distributed loadsalong segments AB and BC.A.B.C.A.1. Which of the following is a VALID equilibrium equation that can be obtained by summing force components?EFX: FAX 0.800T CD = 0EFx:FAx0.600T CD = 0Fy: FAB FBC +0.800T CD = 0D. Fy: FAY - FAB - FBC +0.600TCD = 0B.C.◆D.◆2. Which of the following is the correct expression resulting to the summation of moments about the x-axis?FAB (ZO)- FBC (Xo) - Tcp(0.6)0.8- Tcp (0.8)1.5 = 0FAB (ZO) + FBC (0.8) — Tcp (0.6)0.8 = 0CAX + FAB (ZO) + FBC (xo) - TCD (0.6)1.7 = 0CAX + FAB (Zo) + FBC (0.8)-TCD (0.6)0.8 = 00.800 m57.5 N47.5 N15 N/m21.8 N7.19 N1.500 m◆15 N/m3. Which of the following best approximates the magnitude of the tension cable CD?0.800 m0.600 m

Answered: Image /qna-images/answer/f01b958f-2be4-4c47-9b91-b063325d4fd5.jpg

1.500 m - FBC +0.800TCD = 0 AB-FBC +0.600TCD = 0 15 N/m 0.800 m wing is a VALID equilibrium equation that can be obtained by summing force components? 0.800T CD = 0 0.600T CD = 0 wing is the correct expression resulting to the summation of moments about the x-axis? c(xo)-Tcp (0.6)0.8- Tcp (0.8)1.5 = 0 (0.8)-Tcp (0.6)0.8 = 0 +FBC (xo)-TCD (0.6)1.7 = 0 FBC (0.8)-TCD (0.6)0.8 = 0

1.500 m - FBC +0.800TCD = 0 AB-FBC +0.600TCD = 0 15 N/m 0.800 m wing is a VALID equilibrium equation that can be obtained by summing force components? 0.800T CD = 0 0.600T CD = 0 wing is the correct expression resulting to the summation of moments about the x-axis? c(xo)-Tcp (0.6)0.8- Tcp (0.8)1.5 = 0 (0.8)-Tcp (0.6)0.8 = 0 +FBC (xo)-TCD (0.6)1.7 = 0 FBC (0.8)-TCD (0.6)0.8 = 0

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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