How can I determine the force at support B in a rigid bar system?

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Homework Help Overview

The discussion revolves around determining the force at support B in a rigid bar system, with a focus on analyzing moments and forces acting on the system.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss drawing force diagrams and calculating moments about point A. There is uncertainty regarding the pivot point and the theory behind the calculations. Questions arise about how certain force values, such as the 129N, are derived.

Discussion Status

Some participants have provided insights into the static equilibrium conditions and the relationship between forces and moments. There is an acknowledgment of the simplicity in determining the force at B once certain values are established, but no consensus on the method has been reached.

Contextual Notes

Participants note the need for clarity on how specific force values are obtained and the implications of static equilibrium in the context of the problem.

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Homework Statement



Please refer to the image.

Homework Equations



Sum of clockwise moment=sum of anticlockwise moment

The Attempt at a Solution



I had drawn out the force diagram and listed out the information required.

The question asks me to find force acting by the support B.

I troubled myself by taking moments about A and multiplying every forces with their respective distances from A.

However the answer was simple, they just added all other forces together, 33 + 4.4 + 129 = 166N.

I can't figure out where is the pivot. Or is there even a pivot? What's the theory behind this calculation?
 

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But how was the 129N figure obtained? You'd need to take moments to derive that.
 
Haruspex, the 129N is obtained from another part of the question which is correct.
 
coconut62 said:
Haruspex, the 129N is obtained from another part of the question which is correct.
Then it is indeed simple to determine the force at B in the way they use. For the system to be static, the sum of the vertical forces must be 0. You could also deduce it by taking moments about anywhere along the line except B.
 
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