condition for maxima and minima?
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Locating Local Maxima and Minima (Necessary Conditions)
It states: Every function which is continuous in a closed domain possesses a maximum and minimum Value either in the interior or on the boundary of the domain. The proof is by contradiction.
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It states: Every function which is continuous in a closed domain possesses a maximum and minimum Value either in the interior or on the boundary of the domain. The proof is by contradiction.
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