A car starting from a point travels towards east with a velocity of `36 kmph`. Another car starting from the same point travels towards north with a velocity of `24 kmph`. The relative velocity of one with respect to another is

A car A moves along north with velocity 30 km/h and another car B moves along east with velocity 40 km/h. The relative velocity of A with respect to B is

A car starts from rest and moves with uniform acceleration a , At the same instant from the same point a bike crosses with a uniform velocity u . When and there will they meet ? What is the velocity of car with respect to the bike at the time of meeting?

A man going east in a car with a velocity of 20 km/hr, a train appears to him to move towards north with a velocity of 20 sqrt(3) km/hr. What is the actual velocity and direction of motion of train?

A car is moving with velocity vec v_(c) towards north and a train is moving towards east with velocity vec v_(t) . Find the direction of relative velocity of car with respect to train.

A car travels half the distance with constant velocity of 40kmph and the remaining half with a constant velocity of "60kmph" .The average velocity of the car in kmph is

A car is moving towards east with a speed of 25 km h^-1 . To the driver of the car, a bus appears to move towards north with a speed of 25 sqrt(3) km h^-1 . What is the actual velocity of the bus ?

To a driver going east in a car with a velocity of 40 km h^(-1) , a bus appears to move towards north with a velocity of 40 sqrt(3)km h^(-1) . What is the actual velocity and direction of motion of the bus ?

Out of the two cars A and B car A is moving towards east with velocity of 10 m/s whereas B is moving towards north with a velocity 20 m/s, then velocity of A w.r.t B is ( nearly )

Two cars are moving in same direction with speed of 40kmh^(-1) Find the relative velocity of first car with another.

A motor car A is travelling with a velocity of 20m//s in the north-west direction and another motor car B is travelling with a velocity of 15m//s in the north-east directions.The magnitude of relative velocity of B with respect to A is.