How to Approach a Three-Dimensional Force System with a Corner Joint?

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To approach a three-dimensional force system with a corner joint, it's essential to recognize that the equilibrium at point A allows for the establishment of relationships between the tensions in the wires AB and AC. The unique geometry of the corner joint complicates the analysis, but understanding the angles involved is crucial for resolving forces. Utilizing equilibrium equations will help in relating the forces acting on the joint. A clear understanding of the system's geometry and the application of trigonometric principles will facilitate the solution. Engaging with these concepts will provide the necessary foundation to tackle the problem effectively.
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Homework Statement



http://img202.imageshack.us/img202/3496/71042279.jpg

Homework Equations



F = Fu

The Attempt at a Solution



Okay, so um I'm having trouble with this particular question. Normally if the wires were all straight, I'd have no problem solving this. But for this question, the wire seems to go from B to A to C, creating this corner/joint looking thing.

How do I solve with this thing? Kind of confused how I can utilize the angles as well... thanks the help in advance. I don't need answers or anything, but I just need a push to get started. The CAB corner joint thing is really throwing me off here. Not sure how to proceed.

Thanks again.
 
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hi mneox! :smile:
mneox said:
Okay, so um I'm having trouble with this particular question. Normally if the wires were all straight, I'd have no problem solving this. But for this question, the wire seems to go from B to A to C, creating this corner/joint looking thing.

the weight at A is in equlibrium, so that gives you an equation relating the tensions in AB and AC :wink:
 

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