Calculating Reactions A, B, and C for a Solid Desk - Helpful Tips and Solutions

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To calculate the reactions A, B, and C for a solid desk, the user has successfully computed reaction C using the equation involving cosine and sine functions. However, they are struggling to derive the equations needed to find reactions A and B. The discussion suggests forming equations based on the sum of moments around points A and B to facilitate the calculations. The user seeks guidance on setting up these equations correctly. Clear direction on applying static equilibrium principles is essential for solving the problem.
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Hi all!

Homework Statement


What I'm trying to figure out is a reaction of a solid desk (don't know if this is the proper term) given this picture:

http://twoflower.matfyz.cz/inc/eng.gif

I need to compute the reactions A, B and C (they corresponding to points denoted by 'a', 'b' and 'c' on the picture.) The dimensions 'a', 'b' and 'c' are constants and I know them.

The Attempt at a Solution



So far I computed the reaction C from this equation:

<br /> \cos 60 * F_3 + C*\sin 30 = 0<br />

But I cannot figure out, how to compute the reaction B and A, I can't put the right equations together...

Could someone please point me to the right direction?

Thank you in advance,
best regards.
 
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Form an equation of the sum of moments with respect to points a and b.
 
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