Trying to find how much work is done by friction

In summary, the man exerts a constant force of 51.0 N at an angle of 25.0° above the horizontal to drag a table 4.05 m across the floor. The question asks how much work is done by friction, assuming the table's velocity is constant. The relevant equations are work= umgxsin\vartheta and f=uF. The attempt at a solution suggests finding the coefficient of friction, but the mass is not given. However, the force and distance are parallel due to the 25° angle, making the mass unnecessary. The energy equation E=Fx can also be used.
  • #1
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Homework Statement


A man drags a table 4.05 m across the floor, exerting a constant force of 51.0 N, directed 25.0° above the horizontal.

How much work is done by friction? Assume the table's velocity is constant.

Homework Equations


work= umgxsin[tex]\vartheta[/tex]
f=uF

The Attempt at a Solution


I don't understand how I am supposed to find the coefficient of friction without knowing what the mass is.
 
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  • #2
E=F*x
Energy=Force*distance

The Force and distance need to be parallel and that is where the 25'deg angle comes into play.

No need for mass, as people are fat enough.

Have fun!
 

1. What is friction and how does it affect the amount of work done?

Friction is a force that resists motion between two surfaces in contact. It affects the amount of work done by opposing the direction of motion, making it more difficult to move an object.

2. How do you calculate the work done by friction?

The work done by friction can be calculated by multiplying the force of friction by the distance the object moves in the direction of the force.

3. Can friction do positive work?

No, friction always does negative work because it acts in the opposite direction of the object's motion.

4. What factors affect the amount of work done by friction?

The amount of work done by friction is affected by the coefficient of friction, the normal force, and the distance the object moves.

5. How can you reduce the amount of work done by friction?

The amount of work done by friction can be reduced by using lubricants, reducing the weight of the object, and using smoother surfaces to reduce the coefficient of friction.

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