Work done in overcoming friction

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SUMMARY

The work done in overcoming friction for a 12 kg mass subjected to a 52 N force over a distance of 24 m is calculated using the equation w = fd, where 'f' represents the net force. Given that the force of sliding friction is 15 N, the net force acting on the mass is 52 N - 15 N = 37 N. Therefore, the total work done against friction is 15 N multiplied by 24 m, resulting in 360 J of work done to overcome friction.

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  • Understanding of Newton's laws of motion
  • Familiarity with the concept of friction
  • Knowledge of basic physics equations, specifically work calculation
  • Ability to perform basic arithmetic operations
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  • Study the principles of Newton's laws of motion
  • Learn about different types of friction and their coefficients
  • Explore advanced work-energy principles in physics
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dance_sg
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Homework Statement


A force of 52 N is applied to a 12 kg mass resting on a bench where the force of sliding friction is 15 N. The work done in overcoming friction while moving the object 24 m is


Homework Equations


w=fd


The Attempt at a Solution


do i have to do something special with the force of friction? or do i just plug the variables for force and distance in the equation and that is the answer..
 
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dance_sg said:

Homework Statement


A force of 52 N is applied to a 12 kg mass resting on a bench where the force of sliding friction is 15 N. The work done in overcoming friction while moving the object 24 m is

Homework Equations


w=fd

The Attempt at a Solution


do i have to do something special with the force of friction? or do i just plug the variables for force and distance in the equation and that is the answer..

That's a long bench! Yes, you have to account for friction. If we assume the force pulling the mass is completely in the horizontal, then it's pretty easy to find the net force (remember, the f in w = fd is the net (if you're finding total work done)!).
 

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