How do you find instantaneous velocity in calculus? Calculus Derivatives Instantaneous Velocity 1 Answer Wataru Sep 7, 2014 The instantaneous velocity function #v(t)# can be found by taking the derivative of the position function #p(t)#, that is, #v(t)=p'(t)#. Answer link Related questions What is Instantaneous Velocity? How do you find the instantaneous velocity of a curve? How do you find the instantaneous velocity at #t=0# for the position function #s(t) = 6t^2 +8t#? How do you find the instantaneous velocity at #t=2# for the position function #s(t) = t^3 +8t^2-t#? How do you find the instantaneous velocity of the particle? How can instantaneous velocity be found from a displacement-time graph? How does instantaneous velocity differ from average velocity? What is the difference between instantaneous velocity and speed? What represents instantaneous velocity on a graph? What is the derivative definition of instantaneous velocity? See all questions in Instantaneous Velocity Impact of this question 17283 views around the world You can reuse this answer Creative Commons License