Relative motion in 1 and 2 dimensions

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Relative motion refers to the velocity of one object in relation to another. In one dimension, to determine the relative velocity, subtract the velocity of one object from the other. For example, if object A moves at -5 m/s and object B at 5 m/s, the relative velocity of A from B is -10 m/s, while the relative velocity of B from A is 10 m/s. This concept can be similarly applied in two dimensions using vector subtraction. Understanding relative motion is crucial for analyzing the movement of objects in different frames of reference.
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can someone explain the concept of relative motion in one and two dimensions?
how do i determine relative motion?
 
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Relative motion is the velocity an object is moving relative to somehting else.

So for one dimension:
If we have object A moveing in the -x direction with a velocity of -5 m/s and object B moving in the +x direction with a velocity 5m/s. If we wanted to know the relative velocity of A from B, it is the same as considering B still and A moving.

To find the answer we subtract B's velocity vector from A's velocity vector.
Avv -Bvv = -5m/s -(5m/s)

Relative velocity of A from B:
Avv -Bvv = -5m/s - 5m/s = -10ms

Relative velocity of B from A
Bvv-Avv = 5m/s -(-5m/s) =5m/s +5m/s) =10m/s

The same can be extended to two dimentions by using two dimensional vectors.
 
thanks i got it
 
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