A small mass starts sliding down a fixed inclined plane of inclination 45∘ with the horizontal. The coefficient of friction is μ=μ0x where x is the distance through which the mass slides down and μ0 is a constant. Find the distance covered by the mass along the inclined plane before it stops.

A small mass starts sliding down a fixed inclined plane of inclination

1.	A small mass starts sliding down a fixed inclined plane of inclination 45∘ with the horizontal. The coefficient of friction is μ=μ0x where x is the distance through which the mass slides down and μ0 is a constant. Find the distance covered by the mass along the inclined plane before it stops.
Answer» A small mass starts sliding down a fixed inclined plane of inclination $45^{\circ}$ with the horizontal. The coefficient of friction is $μ = μ_{0} x$ where $x$ is the distance through which the mass slides down and $μ_{0}$ is a constant. Find the distance covered by the mass along the inclined plane before it stops.

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A small mass starts sliding down a fixed inclined plane of inclination 45∘ with the horizontal. The coefficient of friction is μ=μ0x where x is the distance through which the mass slides down and μ0 is a constant. Find the distance covered by the mass along the inclined plane before it stops.

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