A rocket is fired vertically from the earth with an acceleration of 2g, where g is the gravitational acceleration. On an inclined plane inside the rocket, making an angle with the horizontal, a point object of mass m is kept. The minimum coefficient of friction min between the mass and the inclined surface such that the mass does not move is:
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μ m =tan(θ)
Explanation:
N=3mgcos(θ)
Fr =μm N
∴Fr =3μm mgcos(θ)
3mgsin(θ)=3μm mgcos(θ)
μm=tan(θ)
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