Question

What is the derivative definition of instantaneous velocity?

Answer 1

intro-the basic formula for calculating velocity is displacement /time

let the object is displacing s1 in t1 and s2 in t2 (t is time interval) then the velocity of object will be s2-s1/t2-t1

average velocity is showed by

Delta s/Delta t

see the attachment now for your actual ans

hope it helps u

pls mark me brainleist

Answer 2

Instantaneous velocity is the change in position over the change in time. Therefore, the derivative definition of instantaneous velocity is:

Instantaneous velocity = v = lim️t--->0

delta × delta t = d × d t.

So, basically the instantaneous velocity is the derivation of the position function/equation of motion

HOPE THIS WILL HELP YOU!!!

Mark me as brainleist...