Ladder Equilibrium: Solving for Forces at Hinged Point?

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The discussion revolves around solving for forces at the hinged point of a ladder in equilibrium. The user is attempting to apply the principles of net force and net torque to analyze the system but is struggling with the forces exerted by the hinge. A suggestion is made to choose a pivot point that avoids the need to consider hinge forces, which helps simplify the problem. The user acknowledges this advice and calculates the normal force as 150N. The conversation emphasizes the importance of strategic pivot selection in solving equilibrium problems.
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Homework Statement


see the attachment below...

Homework Equations


net force = 0, net torque = 0
normal force(ground) = ?

The Attempt at a Solution


well, so far,,

net force(y) = normal force(floor) - weight(man) - weight(ladder) + ??(force exerted by hinge?)
net force(x) = 0 ( ?? )

Choosing the bottom of ladder as pivot point,
net torque = weight(ladder) x 2a + weight(man) x a - ??(force by hinge?)

First of all, sorry for not using latex..

The hinge is my problem, since I'm not familiar in solving with it.
What are the forces (and their directions) exerted on the ladder at the hinged point?
I really don't know..

And are my assignment of forces correct?

Thanks in advance..

I NEED THIS AFTER 10 HOURS...
So i have no time to reply, so please, I'm begging, please be direct to the point. And i hope each reply will help me..

Thank you guys..
 

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Hint: Choose a pivot point that eliminates having to know anything about the forces at the hinge.
 
Doc Al said:
Hint: Choose a pivot point that eliminates having to know anything about the forces at the hinge.

thanks... i overlooked it since i always choose the point of contact with the ground as the pivot..

normal force = 150N ??

:)
 
You got it. :approve:
 
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