How Are Forces Related When Lifting a Heavy Crate?

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SUMMARY

The discussion focuses on the relationship between the forces acting on a heavy crate being lifted by a person. The forces are defined as follows: P is the upward force exerted by the person, C is the contact force from the floor, and W is the weight of the crate. In a state of equilibrium, the forces satisfy the equation P + C = W. If the upward force P exceeds the weight W, the contact force C approaches zero, allowing the crate to begin lifting off the ground.

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  • Understanding of Newton's laws of motion
  • Familiarity with the concepts of force, weight, and equilibrium
  • Basic knowledge of vector addition in physics
  • Ability to analyze free-body diagrams
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A woman is straining to lift a large crate, without success. It is too heavy. We denote the forces on the crate as follows: P is the upward force being exerted on the crate by the person, C is the contact force on the crate by the floor, and W is the crate’s weight. How are the magnitudes of these forces related, while the person is trying unsuccessfully to lift the crate?

a.P = C
b.P + C > W
c.P + C < W
d.P + C = W

Is it that P + C = W if in equilibrium? P + C - W = 0; P + C = W

Thanks.
 
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You are correct. It is still equilibrium since the normal contact force will automatically be lessened if another force is applied upward. The moment P is slightly more than W, then C goes to zero, and the crate accelerates slightly to move off the floor.
 

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