I'm lost on this one, i think its a torque question.

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SUMMARY

The discussion centers on a torque problem involving a 5.0m ladder with a mass of 10.0kg leaning against a smooth wall at a 25-degree angle. The coefficient of friction between the ladder and the ground is 0.30, and the challenge is to determine how far a 65kg woman can climb the ladder before it slips. Key factors include the calculation of frictional force, which is determined by the equation 0.30 x mg, and the setup of a torque equation to analyze the forces acting on the ladder.

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This discussion is beneficial for physics students, educators, and anyone interested in solving static equilibrium problems involving torque and friction.

linuxux
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Hello, I'm working on an assignment for class and I am lost on this question.
problem
A 5.0m ladder is with a mass of 10.0kg is leaning against a smooth wall at an angle of 25 degrees. The coefficient of friction between the ladder and the ground is .30. How far can a 65kg woman climb up the ladder before the ladder starts to slip?

reasoning
obviously the angles come into play here, but I'm not sure in what way. Since the force of friction opposes motion, and the bottom of the ladder will move across the ground in a positive direction, the force of friction moves in a negative direction across the ground. I am not sure if the force of friction is just 0.30 x mg or if its 0.30 x mg cos 25 , also, I am not sure how to setup a torque equation, to solve this problem. Some hits would be appreciated, thanks!
 
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Start by identifying all the forces acting on the ladder. Draw yourself a diagram!
 
thanks got it...
 

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