Average Speed and Average Velocity : Explain

Definition: Average speed is how fast something is moving over a certain distance, but it doesn’t tell you anything about direction. It’s just the total distance traveled divided by the total time taken.
Formula:
$text{Average Speed} = frac{text{Total Distance}}{text{Total Time}}$
Example:
If you drive a car and cover 100 kilometers in 2 hours, your average speed would be: $text{Average Speed} = frac{100 text{ km}}{2 text{ hours}} = 50 text{ km/h}$ So, your average speed is 50 kilometers per hour.

Definition: Average velocity is similar to average speed, but it also takes direction into account. It’s the displacement (the straight-line distance from where you started to where you ended, in a specific direction) divided by the total time.
Formula:
$text{Average Velocity} = frac{text{Displacement}}{text{Total Time}}$ Displacement is the shortest distance between the starting point and the ending point, along with the direction.
Example:
Let’s say you walk 4 kilometers east and then turn around and walk 4 kilometers back to the starting point. You’ve covered a total distance of 8 kilometers, but your displacement is 0 because you ended up back where you started. If it took you 2 hours for the entire walk, your average velocity is: $text{Average Velocity} = frac{0 text{ km}}{2 text{ hours}} = 0 text{ km/h}$ In this case, your average velocity is zero because there was no change in position, even though you traveled a total distance.

Average Speed doesn’t care about direction; it only looks at how far you’ve traveled over time.
Average Velocity cares about the direction and is focused on how far you are from your starting point.

So, to sum it up: