Length of bar needed to lift a crate(Torque, static equilibrium problem)

AI Thread Summary
To lift the crate, the problem involves calculating the necessary length of a pry bar given a maximum applied force of 500 N and the crate's weight of 4520 N. The setup includes a fulcrum positioned 11 cm from the lifting end of the pry bar. The discussion focuses on identifying the forces exerting torques, including the applied force and the weight of the crate. The sum of forces in the vertical direction must equal zero, and the sum of torques must also equal zero for static equilibrium. Understanding these forces and torques is crucial for determining the appropriate length of the pry bar needed to lift the crate effectively.
Raziel2701
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Homework Statement


A large crate weighing 4520 N rests on four 12-cm-high blocks on a horizontal surface (figure below). The crate is 2.0 m long, 1.2 m high, and 1.2 m deep. You are asked to lift one end of the crate using a long steel pry bar. The fulcrum on the pry bar is 11 cm from the end that lifts the crate. Estimate the length of the bar you will need to lift the end of the crate. (Assume the maximum force you can apply is 500 N and that the pry bar is massless. Also assume that the bend I am the pry bar is negligible.)

Here's a picture of the setup: http://imgur.com/DtZh2



The Attempt at a Solution


Sum of forces on crate about y direction:

-4520 + N = 0

Sum of torques should be zero. My question is , what forces are exerting torques? So if I push down on the prybar, I push up on the crate, so my pushing down on the prybar exerts a torque on the bar along its length right?

So I have FL being one torque, where F is my 500N and L is the length of the prybar I wish to solve for.

So what else would be exerting torque? Because so far I have the sum of forces in the y direction, the one torque from my applied force but that's not enough.
 
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