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\fQuestion 14 ams Suppose that I, is a location function of an object, given as I(!) We will compute the instantaneous velocity of the object at t as follows. Use exact values, ook First we will compute and simplify D(t + h). D(t + h) Then we compute and simplify the average velocity between t and { + Al L(t t h) - D(t) h. The instantaneous velocity of the object at t is the limit of the average velocity as i approaches zero, D(+ + h) - L() L '(t) - lim hQuestion 15 Suppose f( - 1) - 2 , f'( - 1) = 3, and g() - I f(1) . The tangent line to g(r ) at a - - 1 is given by y = Question Help: 3 Written Example