Force on a hinged bar with radial components

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aaaa202
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I've attached a problem, which I have tried to solve unsuccesfully.
My attempt at a solution:
I would say that the force you exert on the bar is the radial component of your force with respect to the long beam. And using trigonometry to find the angle in the triangle you get:
Frad = 3/5*100N = 60N
And I then do that again at point B because I only want the horizontal part of the radial force. So I then get:
F=36N
And the bar must be pressing against the hinge with that same force.. But that's not the correct answer as far as I know - actually far from it.. So I am clearly thinking wrong some place :( help me
 
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  • Diagram of a bar AB leaning against a vertical wall, with end A on a horizontal floor and end B hinged to the wall, length 5.00 m, vertical height 4.00 m, and a horizontal force F pointing right at end A.
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aaaa202 said:
I would say that the force you exert on the bar is the radial component of your force with respect to the long beam.
The force exerted on the bar is given: F = 100 N. What's the net force on the bar?