An object of mass 20kg slides down an inclined plane at an angle of 30o to the horizontal. The coefficient of static friction is?
[g = 10ms-2]
0.2
0.3
0.5
0.6
Explanation
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Discussions (20)

no it isn't.
let's follow what you said..
mg sin0/mgcos0
20×10×sin30/20×10×cos30.
=100/173
= 0.57
approximately 0.6 bro.

static friction is mgsin0/mg while coeficient of frictional force is mgsin0/mgcos0

Given:
Mass m=20 kg
Angle θ=30∘
The static friction is the frictional force that opposes an object to move. This means that in an incline, the frictional force must be equal to the force of gravity. In equation form
Fg=f
where Fg
is the gravitational force and f is the static frictional force.
In an incline plane, those two forces are given by
mgsinθ=μsmgcosθ
Since both the mass and acceleration due to gravity exist on both sides of the equation, it cancels out. Therefore
μs=sinθ/cosθ
Substitute the given values, we obtain
μs=sin(30)/cos(30)
μs=0.58

C=F/U
C=?
F=mgsin30°:20x10sin30°
F=100N
U=mg:20x10
U=200N
C=100/200
C=0.5
And is C




