Mathematics

Mathematics

Problem

A cubic function f(x)=x(x2−12)f(x) = x(x^{2} - 12) has a local minimum at x=2x = 2 and a local maximum at x=−2x = -2. Find the coordinates of the local minimum of the function g(x)=1f(x)g(x) = \frac{1}{f(x)}.

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