Is there any difference between 1.average velocity and velocity 2.average speed and speed?If there is any difference than explain it?

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Solution

If i move a distance x in time t1 then velocity is v1. Lets i move a x distance in two parts x1 and x2 with velocity v1 and v2 then average velocity is $(\frac{x 1 + x 2}{t 1 + t 2})$
simillarly for acceleration and average accleration.

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Is there any difference between 1.average velocity and velocity 2.average speed and speed?If there is any difference than explain it?

If i move a distance x in time t1 then velocity is v1. Lets i move a x distance in two parts x1 and x2 with velocity v1 and v2 then average velocity is (x1+x2t1+t2) simillarly for acceleration and average accleration.

If i move a distance x in time t1 then velocity is v1. Lets i move a x distance in two parts x1 and x2 with velocity v1 and v2 then average velocity is $(\frac{x 1 + x 2}{t 1 + t 2})$
simillarly for acceleration and average accleration.