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For local maximum and/or local minimum, we should choose neighbor points of critical points, for x 1 = − 1, we choose two points, − 2 and − 0, and after we insert into first equation: f ( − 2) = 4 f
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Therefore, to find the location of the local maxima and local minima you have to solve the equation f' (x) = 0. Therefore you have to first find the derivative of the function. If you
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If a function is defined and continuous within the interval [a, b], there are points c and d that are present within the interval [a, b]. For these values, the function f gets maximum and minimum
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