The curved horizontal road is banked at an angle` theta` . What will happen to a vehicle moving along this road if : `theta' < theta`. Where `theta` is the angle of banking for given road.

Why are curved roads banked ?

The safety speed of a vehicle on a curve horizontal road is

A car is negotiating a curved road of radius R. The road is banked at angle theta . The coefficeint of friction between the tyres of the car and the road is mu_(s) . The maximum safe velocity on this road is

A circular road is banked at an angle theta for an optimum speed V. The vertical component of the normal reaction on a car driven at the speed V on the road is equal to (in usual notations)

What is angle of banking ?

It is easy to roll than pull a barrel along a road.

A projectile is launched at an angle of theta above the horizontal The elevation angle alpha of the highest point of the trajectory as seen from the launching position is given by

The maximum speed with which a vehicle can negotiate a cuved road, which is banked at the angle theta=tan^-1(0.24) is 54 km//hr . IF the same road is flat and vehicle has to negotiate the curve with same maximum speed, the coefficient of friction between the road and tyres of the vehicle should be

A vehicle moving on a horizontal road may be thrown outward due to

What is banking of road ?