Question: Question 12 (1 point) Let g(x) be a function with the following properties: g(2) = 7, g'(2) = 4, g(2) = 5. If f(x) =

Question 12 (1 point) Let g(x) be a function with the following properties: g(2) = 7, g'(2) = 4, g"(2) = 5. If f(x) = x2 - g(x), then which of the following is always TRUE? Of(2) is a local minimum Of(2) is an absolute maximum Of(2) is a local maximum Of(2) is not a local extremum Of(2) is an absolute minimum

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