Calculating Frictional Force and Coefficient of Friction | Quick Homework Help

AI Thread Summary
To find the frictional force acting on a 5.0-kg block accelerated by a 43.0 N force, the net force equation ma = F_applied - F_friction is used, where ma equals the mass times acceleration (6.1 m/s²). The applied force is 43 N, but the total force includes both the applied force and the frictional force, which needs to be calculated. Once the frictional force is determined, the coefficient of friction can be found using the equation F_friction = μFn, where Fn is the normal force. The discussion emphasizes the importance of correctly identifying all forces acting on the block to solve the problem. Understanding these concepts is crucial for accurately calculating frictional forces and coefficients of friction.
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Homework Statement



A force of 43.0 N accelerates a 5.0-kg block at 6.1 m/s2 along a horizontal surface.
How large is the frictional force?

What is the coefficient of friction?

Homework Equations


F = ukFn

The Attempt at a Solution


Fthrust = Ffriction = ukFn = ukFg = uk x m x g = ? x 5.0 kg x 6.1 m/s/s
 
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no one can help me?
 
bump. i need help please
 
What's the total force on the block?
 
43 N i think. that's all the givens i have
 
No, you clearly have more "givens." And 43 N is NOT the total force.
 
here the net force of the system is ma

take the forces, -------->u have the applied force...(43N) and the force against it which u don't have (Ff) and equate it to the net force

so, ma = Fapplied - Ffriction

i thinks that's how u solve it...i can be wrong...

once you solve for friction force, you can easily solve for mu by with Ff = muFn
 
Yes, that's how you solve it, but it gives a bit too much information. The poster has to do some work too!
 
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