Suppose that L is a location function of an object, given as L(t) = We will compute the 3t + 7 instantaneous velocity of the object at as follows. Use exact values. First we will compute and simplify L(t + h). L(t + h) = %3D Then we compute and simplify the average velocity between t and t+ h. L(t + h) L(t) %3D The instantaneous velocity of the object at t is the limit of the average velocity as h approaches zero. L(t + h) L(t) L'(t) lim %3D

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