Determine Forces Acting on Rope for Homogeneous L-Shaped Beam

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SUMMARY

The discussion focuses on determining the forces acting on a homogeneous L-shaped beam suspended by two ropes of equal length. The beam's longer arm is three times the length of the shorter arm, and the gravitational force acting on the beam must be decomposed to find the forces at points A and B. Participants suggest using the principle of moments to analyze the system and recommend examining the total vertical force in each scenario to derive the necessary equations. The discussion includes references to specific examples for clarity.

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Homogeneous beam shaped in letter L is suspended on two ropes of the same length l.
The beam is of negligible thickness and its longer arm is three times longer than the shorter arm. Its overall length is l as well as the length of one rope. Look at each situation in the figures. How can I determine the forces acting on the rope at points A and B in both situations?
There is picture on first example: http://fyzikalniolympiada.cz/archiv/55/fo55a1_z.pdf

I really don't know, how to do it. Gravitational force acts on the beam, OK... And I have to
decompose the force on the beam. But how? What is different in the two situations? I don't know...
May I can decompose in ratio 3:1.
I solved a example where was a weight on two ropes and I must to determine the forces on ropes like on pictures of second example (http://fyzikalniolympiada.cz/archiv/54/fo54d1_z.pdf). However, I think it was easier... Is the example with beam similar? I really don't know more, sorry... Please, give me a advice and sorry for my English.
 
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You know the total vertical force in each case, right? What equation does that give you?
Try taking moments about one of the ends of the beam.
Please post whatever equations you can develop.
 

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