Assume the equilibrium equations below.x-equation: A - BE() + CD = 0y-equation: Ay - BE() = 0Moment about point A: BE··6-CD-10 = 0Use CD from the original diagram.Determine the support reaction in lb at A in the x-direction. (Give the answer to 0 decimal places.). 2D Particle EquilibriumYou will be determining the tensions in the ropes (shown in blue) and the reactions for the support forthe system below. The black vertical bar is rigid, and there is a pin support at A. One rope connectsbetween points B and E. The other rope is connected to the vertical bar at C. It then wraps around thesimple pulley (shown in red) to hold the weight.8 ft12 ftEII1I-12 ft-CBA-10 ft·225 lb+-6 ft+→

Answered: Image /qna-images/answer/9e47e3f0-264c-4359-a8ae-04ffef942c29.jpg

Assume the equilibrium equations below. x-equation: A - BE() + CD = 0 y-equation: Ay - BE() = 0 Moment about point A: BE··6-CD-10 = 0 Use CD from the original diagram. Determine the support reaction in lb at A in the x-direction. (Give the answer t .

Assume the equilibrium equations below. x-equation: A - BE() + CD = 0 y-equation: Ay - BE() = 0 Moment about point A: BE··6-CD-10 = 0 Use CD from the original diagram. Determine the support reaction in lb at A in the x-direction. (Give the answer t .

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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Question

Assume the equilibrium equations below.
x-equation: A - BE() + CD = 0
y-equation: Ay - BE() = 0
Moment about point A: BE··6-CD-10 = 0
Use CD from the original diagram.
Determine the support reaction in lb at A in the x-direction. (Give the answer to 0 decimal places.)
.

2D Particle Equilibrium
You will be determining the tensions in the ropes (shown in blue) and the reactions for the support for
the system below. The black vertical bar is rigid, and there is a pin support at A. One rope connects
between points B and E. The other rope is connected to the vertical bar at C. It then wraps around the
simple pulley (shown in red) to hold the weight.
8 ft
12 ft
E
I
I
1
I
-12 ft-
C
B
A
-10 ft·
225 lb
+-6 ft
+
→

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