A car travels from A to B and returns to its original position.
The distance between A and B is 2000 m.
When can the magnitude of distance and displacement be equal for a body in motion?

A car travels from A to B and returns to its original position. The distance between A and B is 2000 m. Find the total displacement of the car.

A car travels from A to B and returns to its original position. The distance between A and B is 2000 m. The car takes 5 min to travel from A to B but takes 8 min to travel back from B to A. Is the speed of the car greater while going from A to B or while travelling back from B to A?

When is the magnitude of displacement equal to the distance ?

In which of the following cases of motions, the distance moved and the magnitude of displacement are equal ?

Find the distance between origin and the point (a, -b).

A car moves from O to D along the path OABCD shown in fig. What is distance travelled and net displacement.

Two cars started simultaneously towards each other from towns A and B which are 480 km apart.It took first car travelling from A to B 8 hours to cover the distance and second car travelling form B to A in 12 hours.Determine when do the car meet after starting and at what distance from town A.Assuming that both the cars travelled with constant speed.

A particle starts from the origin, goes along the X-axis to the point (20m, 0) and then returns along the same line to the point (-20m,0). Find the distance and displacement of the particle during the trip.

A harmonic wave is travelling on a stretched string . At any particular instant , the smallest distance between two particles having same displacement , equal to half of amplitude is 8 cm . Find the smallest separation between two particles which have same values of displacement (magnitude only) equal to half of amplitude.

Two bodies A and B are moving along y -axis and x -axis as shown. Find the minimum distance between A and B is subsequent motion (in m )