In a well of death, motor cycle rides round the inner wall of a hollow cylindrical chamber. If the radius of the cylindrical chamber is 8 m . What would be minimum speed of the rider to prevent him from sliding down? `(g=10 m//s^(2), mu =0.2)`

In a well of death, motorcycle rider drives round the inner wall of a hollow cylindrical chamber. If the radius of the cylindrical chamber is 8 m. What would be minimum speed of the rider to prevent him from sliding down?

In a cylindrical well of death , a motor cyclist rides around the inner wall in horizontal circles. If the diameter of well of death is 18 m , then the minimum speed of cyclist , so as to prevent him from sliding down will be (mu=0.8 and g=10 m//s^(2))

A motorcyclist rides in a horizontal circle along the inner wall of cylindrical chamber of radius r. If the coefficient of friction between the tyres and the wall of is mu , the minimum angular speed to prevent him from sliding down is

In a 'well of death' a ride drives round the inner wall of a hollow cylindrical chamber of siameter 20 m .If the coefficient of force friction between tyres and inner wall of a hollow cylinder is 0.5, then the minimum speed of the rider without sliding down will be

In a 'well of death' a rider drivesround the inner wall of a hollow cylindrical chamber of diameter 20 m. If the coefficient of force of friction between tyres and inner wall of the hollow cylinder is 0.5, then the minimum speed of the rider without sliding down will be

A motorcyclist rides in a horizontal circle along the inner wall of cylindrical chamber of radius r. If the coefficient of friction between the tyres and the wall of is mu , the minimum angular speed to prevent him from sidding down is

In the motorcycle stunt called " the well of death" the track is vertical cylindrical surface of 18 m radius.take the motorcyle to be a point mass and mu=0.8 . The minimum angular speed of the motorcycle to prevent him from sliding down should be

In the motorcycle stunt called " the well of death" the track is vertical cylindrical surface of 18 m radius.take the motorcyle to be a point mass and mu=0.8 . The minimum angular speed of the motorcycle to prevent him from sliding down should be

A buket full of water is revolved in a vertical circle of radius 1m . What is the minimum frequency of revolution , required to prevent the water from failing down ? [ g= 10 m//s^2 ]