The banking angle for a curved road of radius 490 m for a vehicle moving at `35 ms^-1` is

When a cyclist turns on a circular path,the necessary centripetal force is provided by friction between the tyres and the road. If centripetal force is not provided by friction, then for the vehicle to move on circular path, the track is banked. The correct angle of banking for a curved smooth road of radius 120 m for a speed of 108 km//h(g=10 ms^(-2)) is

Calculate the angle of banking for a circlular track of radius R for vehicles moving with a speed v.

For a banked curved road. The necessary centripetal force or any vehicle is provided by

For a banked curved road. The necessary centripetal force or any vehicle is provided by

A vehicle is moving on a banked road theta is angle of banking and mu is coefcient of friction between tyre of vehicle and road. The vehicle is moving along horizontal circular path of radius (r) velocity of vehicle for which it does not slip is 'v'. Choose the correct alternative

If the banking angle of curved road is given by tan^(-1)((3)/(5)) and the radius of curvature of the road is 6 m, then the safe driving speed should not exceed (take, g=10ms^(-2) )

If the banking angle of curved road is given by tan^(-1)((3)/(5)) and the radius of curvature of the road is 6 m, then the safe driving speed should not exceed (take, g=10ms^(-2) )