Solve 4 Unknowns: Statics Question

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The discussion centers on solving a statics problem involving four unknowns: Ax, Ay, Cx, and Cy. Participants note that while there are only two equations from the sum of forces in the x and y directions equating to zero, additional equations can be derived from the relationships between the forces at the supports. Specifically, one equation relates Ax and Ay, while another relates Cx and Cy. A suggestion is made to draw the triangle of forces for joint B to visualize the problem better. Overall, the key to solving the problem lies in expressing all unknowns in terms of the forces at the supports.
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[PLAIN]http://img38.imageshack.us/img38/6997/forces99.jpg

I'm unsure how to go about solving this. There's 4 unknowns. Ax Ay Cx and Cy but isn't there only 2 equations (sum of forces in x and y direction are equal to 0) that can be created in this situation?
 
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The net moment on each strut should be 0 as well.
 
No, there are two unknowns, the forces A and C at the supports. There are two equations. Every one of your "unknowns" must be written in terms of A and C (i.e. their projections onto the x and y-axis).
 
I am also stuck on this question. any hints would be much appreciated :)
 
Draw the triangle of forces for joint B
 
You have two additional equations. One relates Ax and Ay. The other relates Cx and Cy. Can you sketch in the expected directions of the reactions?
 

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