Determining the spreading force

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SUMMARY

The discussion focuses on calculating the spreading force applied at points G and H using a special tool for snap ring installation and removal, with a known force P of 50N. The user employs static equilibrium equations: ƩF_x=0, ƩF_y=0, and Ʃm=0 to analyze the forces acting on the tool. The user identifies four unknowns and three reactions in their free body diagram (FBD) but seeks guidance on resolving the discrepancy to achieve the correct result. Ultimately, the user confirms they have solved the problem independently.

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Homework Statement



The special tool is used for installing and removing snap rings.Determine the spreding force applied at G and H if P=50N.

Homework Equations



ƩF_x=0 ;
ƩF_y=0;
Ʃm=0

The Attempt at a Solution


I am drawing the FBD of the A-C-F-H part of the special tools. I have at A(the 50-Ns of 5) ,at C I have the reaction from the two force member CD , at F I have two Fx and Fy from the pin , and at H I have the H force in the negative y-direction.So I have 4 unkowns and three reactions, where is my mistake or what should I do, in order to get the right result?
 

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Dont mind replying, I have solved it.
 

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