Torque at certain points (equilibrium)

AI Thread Summary
To find torque at point B, a reference axis is necessary, typically chosen as point A. The distances from the forces to the reference point determine the lever arms, affecting the torque calculations. The sum of torques equals zero only if the beam is stationary, which is a crucial condition to consider. Clarification on whether the question is interpreted correctly is important for accurate calculations. Understanding these concepts is essential for solving the problem effectively.
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Homework Statement



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Homework Equations



τ=rl
τcwccw
sum forces up = sum forces down

The Attempt at a Solution



I'm just not understanding how I would find torque at point B? or whether or not point A is the same? I'm assuming it isn't since the distances are different (the lever arms?)

I don't really know what to think when starting however

F1+F2 = Fg

but in terms of the torque I don't know how to find F1 or F2
 
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To find torque you need some reference axis. So for example it would make sense to find the torque due to F2 about A. Asking to "find F1 and F2 at A" doesn't make sense. Is this the question as given or your interpretation of it? Also the torque only sums to zero if the beam is stationary which you don't specify.
 
DukeLuke said:
To find torque you need some reference axis. So for example it would make sense to find the torque due to F2 about A. Asking to "find F1 and F2 at A" doesn't make sense. Is this the question as given or your interpretation of it? Also the torque only sums to zero if the beam is stationary which you don't specify.

Thanks, yeah I need to take a reference point, which was A, I got it.
 
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