Solving Physics Homework: Force of Friction & Work Done

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SUMMARY

The discussion focuses on solving a physics homework problem involving the force of friction and work done while dragging a crate. Joe applies 11,400 J of energy to move a crate 25 m at a 48-degree angle, requiring the calculation of the force exerted by the rope and the frictional force. Key equations include the horizontal component of force using cosine and the relationship between frictional force, mass, and the coefficient of kinetic friction. The participants emphasize the importance of understanding work in the context of displacement and constant velocity conditions.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Knowledge of work-energy principles
  • Familiarity with trigonometric functions, specifically cosine
  • Concept of friction, including coefficient of kinetic friction
NEXT STEPS
  • Calculate the horizontal component of force using the cosine function for the given angle
  • Determine the mass of the crate to apply the friction formula: Ffriction = coefficient of kinetic friction * mg
  • Explore the concept of work done in physics, specifically W = Fd
  • Study free body diagrams to visualize forces acting on objects in motion
USEFUL FOR

Students studying physics, particularly those tackling problems related to forces, work, and friction. This discussion is beneficial for anyone looking to improve their understanding of these fundamental concepts in mechanics.

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Homework Statement


Joe puts 11400 J of energy to drag crate 25 m across floor with constant speed. Rope makes 48 degree angle with horizontal.
Force exerted by the rope on the crate?
What is the force of friction acting on the crate to impede its motion?
What work is done by the floor through the force of friction between floor and the crate?


Homework Equations


See #3.

The Attempt at a Solution


a. I thought I would need to calculate the horizontal component with the 25 m and 48 degree angle and the cosine function, but got the wrong answer.
b. Ffriction=coefficient of kinetic frictionmg. But I don't know mass, so I'm not sure what equation I'd use.
c. W=Fd...Need to correctly calculate part b.


I'd appreciate any help. I'm not so good at physics, so it'd help if you really explain.

Thanks.
 
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3a: Can you explain more clearly what exactly you're doing with the horizontal component and the 25m and the 48 degree angle and the cosine function? The hint in the question here is that he's done 11.4kJ of work. Work can only be done where there is displacement (i.e. in the x-direction).

3b-c: I'd consider these somewhat "trick" questions for the answers are not hard to get if you have a good conceptual understanding of work. What conditions in the x-direction must be satisfied for there to be constant velocity (no acceleration)? What does the free body diagram in the x-direction look like?
 

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