Q5 (10 points) Notice that if we apply the definition of the dervative f(a+h)-f(a) h f'(a)...

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Q5 (10 points) Notice that if we apply the definition of the dervative f(a+h)-f(a) h f'(a) = lim h→0 to f(x) = ex and a = 0 we get the limit: e0th - eº lim h→0 h lim h-0 eh = lim h→0 h We say that these limits represent the derivative of y = e* at a = 0. In this question, you will apply this process in reverse. Given a representation of a derivative, you'll determine the function f(x) and a. Determine the function f(x) and the value a for the following limit: [2(3 + h)² (3 + h)] - 15 h 1 1 Q5 (10 points) Notice that if we apply the definition of the dervative f(a+h)-f(a) h f'(a) = lim h→0 to f(x) = ex and a = 0 we get the limit: e0th - eº lim h→0 h lim h-0 eh = lim h→0 h We say that these limits represent the derivative of y = e* at a = 0. In this question, you will apply this process in reverse. Given a representation of a derivative, you'll determine the function f(x) and a. Determine the function f(x) and the value a for the following limit: [2(3 + h)² (3 + h)] - 15 h 1 1

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