Coefficient of Friction [Needing Help]

AI Thread Summary
The kinetic coefficient of friction between ice skates and ice is given as 0.01, and for a skater weighing 500 N, the average forward force required to maintain a constant velocity is calculated using the formula f = (Uk)(N). The calculation results in a force of 5 N, which the original poster questions due to its simplicity. Other participants confirm the calculation is correct, noting that the applied force equals the frictional force. The discussion clarifies the relationship between applied force and friction in this context.
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Homework Statement


If the kinetic coefficient of friction between ice skates and ice is 0.01, what is the average forward force necessary for a 500 Nt skater to maintain a constant forward velocity?


Homework Equations


f = (Uk)(N)


The Attempt at a Solution



f = (Uk) (N)
f = (0.01) (500 Nt)
f = 5 Nt

Is this right? Just seems too simple. Can someone explain and walk me through this problem if I'm wrong.

Also I realized from a diagram I did in my head Fapp - f = 0
Fapp = f
Fapp = (Uk) (N)...right?
 
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Your calculation to get 5 N looks correct to me!
 
Alright thanks a bunch.
 
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