Question: 4) The limit below represents a derivative f'(a). Recall f'(a) = lim (ath)-f(a) h 4 (5 + h)+ 4 (5+h) 5+ 5 lim h a)

 4) The limit below represents a derivative f'(a). Recall f'(a) =

lim (ath)-f(a) h 4 (5 + h)+ 4 (5+h) 5+ 5 lim

4) The limit below represents a derivative f'(a). Recall f'(a) = lim (ath)-f(a) h 4 (5 + h)+ 4 (5+h) 5+ 5 lim h a) What is f (x)? b) What is a? c) Use the power rule to find f' (x) Show your work d) Find an equation of a line tangent to (a, f(a)). Show your work

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