Angle of friction between two surface is 30°. what is coefficient of friction between them
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Answer:
hope it helps u
Explanation:
The force straight down, due to gravity, on a mass m on the inclined plane is F = mg
The force parallel to the plane is Fp = mgSinθ and the force normal to the plane Fn = mgCosθ
The coefficient of friction is defined as μ = Fp/Fn
So μ =mgSinθ/mgCosθ = Tanθ
In this case, θ = 30°, so Tanθ = 0.577
The coefficient of friction is 0.577
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As angle of friction here is 30 degree, coefficient of friction here = tan (30), which is 1/√3.
Explanation:
tan(angle of friction)= coefficient of static friction.
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