1.

A cyclist rides along the circumference of a circular horizontal plane of radius R, the frictional coefficient being dependent only on distance `r' from the centre of the plane as μ=μ0[1−rR] , where μ0 is a constant. Find the radius of the circle with the centre at the point along which the cyclist can ride with the maximum velocity.

Answer»

A cyclist rides along the circumference of a circular horizontal plane of radius R, the frictional coefficient being dependent only on distance `r' from the centre of the plane as μ=μ0[1rR] , where μ0 is a constant. Find the radius of the circle with the centre at the point along which the cyclist can ride with the maximum velocity.



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