Question: Suppose the linear approximation for a function f(x) at a = 2 is given by the tangent line y = 2x + 12 . What

 Suppose the linear approximation for a function f(x) at a =
2 is given by the tangent line y = 2x + 12

Suppose the linear approximation for a function f(x) at a = 2 is given by the tangent line y = 2x + 12 . What are f(2) and f '(2) ? rm = :1 f 12> = :1 If g(x) =[f(x)]2 , find the linear approximation for g(x) at a = 2

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