Why is the instantaneous velocity the instantaneous velocity and the average velocity not the average velocity? I hope I can explain it clearly and understand it easily

Why is the instantaneous velocity the instantaneous velocity and the average velocity not the average velocity? I hope I can explain it clearly and understand it easily

Speed is scalar and has no direction. Speed is vector and has direction. For example, an object moves from point a to point B along a straight line with V speed, and then from point B to point A. in this process, the magnitude of any instantaneous speed is equal to the magnitude of instantaneous speed, and the average speed is equal to the distance divided by T, the distance is equal to V multiplied by T. The average speed is V, the average speed is equal to the displacement divided by T, and the displacement is 0, so the speed is also 0