How Do Forces Maintain Equilibrium in a Beam Supported by a Brace?

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A uniform horizontal beam is supported by a frictionless hinge and a brace at an angle of 37°, with a weight of 337 N. The brace exerts an upward force at the beam's right end, while the hinge provides both horizontal and vertical forces at the left end to maintain equilibrium. To solve for the magnitudes of these forces, a free-body diagram is essential. An equilibrium force balance in both the x and y directions, along with a moment balance, will yield the remaining forces. The vertical force has been calculated to be 170 N, indicating progress in solving the problem.
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1. The drawing shows a uniform horizontal beam attached to a vertical wall by a frictionless hinge and supported from below at an angle θ = 37° by a brace that is attached to a pin. The beam has a weight of 337 N. Three additional forces keep the beam in equilibrium. The brace applies a force Parrowbold to the right end of the beam that is directed upward at the angle θ with respect to the horizontal. The hinge applies a force to the left end of the beam that has a horizontal component Parrowbold and a vertical component Varrowbold. Find the magnitudes of these three forces (H, V, P).



not sure



3. I have no idea at how to begin this problem
 
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Hi 464thomas, welcome to PF. Do you know how to draw a free-body diagram?
 
yes, I have the forces all drawn out, and I somehow was able to get force (i tried different formulas and I think I came across the answer by chance) V=170N to be correct
 
Try doing a equilibrium force balance (aka, "the sum of the forces equals zero") in the x direction and y direction, and do a moment balance around some point (doesn't matter). That's how you'll find the remaining forces.
 
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