As the Force of friction is equal to [tex]F _{f} = [/tex]µ[tex]F_{n}[/tex] by using the Law of Action Reaction; as the force normal is the conterforce of gravity
[tex]F _{f} = [/tex]µ[tex]F_{n}[/tex]
[tex]F_{f}=[/tex]µ[tex]F_{n}[/tex]
Therefore, by looking at the equation we can infer that
The force of friction is directly proportional to the mass, gravitational constant, and the co-efficent of friction
Because the gravitational constant is dependant on gravitation, a planet's mass and radius also affect the force of friction
But DO NOTE:
That the co-effecient of friction is only applicable between two rubbing surfaces and unaffected by gravitational constants.
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