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

If a car travelling at 58 km/h overtakes another car travelling at 40 km/h, the relative velocity of first car with respect to another car 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 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 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 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.