A car (A) is moving at `60 km h^(-1)` on a straight road, is ahead of car (B) moving in the same direction at `10 ms^(-1)`. Find the velocity of (A) relative to (B) and vice versa.

On a straight road, two cars X and Y are moving in the same direction, Velocity of car X is 20m/s and that of car Y is15 m/s. Find the velocity of X relative to Y and vice versa.

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

A car moving on a straight road is an example of:

A car moving with velocity of 50kmh^(-1) on a straight road is ahead of a jeep moving with Velocity 75kmh^(-1) . How would the relative velocity be altered if jeep is ahead of car?

A car is moving at 24 km *h^(-1) towards east and another car is moving north at 18 km *h^(-1) . Find the relative velocity of the second car with respect to the first.

A car travelling with a velcity of 60 km h^(-1) on a straight road is ahead of a motor cycle travelling with a speed of 76 km h^(-1) . How would the relative velcity be alterd if motor cucle is ahead of car?

A car travelling with a velocity of 50 km h^-1 on a straight road is ahead of a motor-cycle travelling with a speed of 75 kmh^-1 . How would the relative velocity be altered if motor cycle is ahead of car ?

A car A is moving with speed "40 km h"^(-1) along a straight line 30^(@) north of east and another car B is moving with same speed along a straight line 30^(@) south of east. The relative velocity of car A as observed from the car B is

A car A is moving with speed "40 km h"^(-1) along a straight line 30^(@) north of east and another car B is moving with same speed along a straight line 30^(@) south of east. The relative velocity of car A as observed from the car B is