How Can I Find Force Components at D and C Using Moments?

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To find the force components at points D and C using moments, the weight of 70 kg translates to a force of 686N acting downward. The moment about point C is calculated as Mc=1715k, but further steps in the solution process are unclear to the poster. The white line at a 60° angle represents the force needed for equilibrium, which may assist in calculations. The discussion highlights confusion regarding how to derive force components from the moment calculated. Clarification on these steps is sought to progress in solving the problem.
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Homework Statement


Find the components of the force at D and C using moments

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Homework Equations



M=F x r


The Attempt at a Solution



I'm really stuck on this one. The force from the 70 kg weight is 70*9.8 = 686N, so F=-686j. I found the moment about point C to be Mc=1715k. After that, I'm not sure where to go. I'm also really thrown off by the white line that's at a 60° angle below the x axis. Any help would be greatly appreciated. Thanks.
 

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It looks to me that the white line is an arrow representing the force required to keep the device in equilibrium. Does that help?
 
Yes, it does help thank you. I still don't know where to go from here though. I guess I'm not really sure how the moment about C would translate into components of force.
 
Well, do you not know enough to be able to calculate the white force itself, even if you don't know its components?
 
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