Question: Suppose g(r) is continuous and O Maximum defined for all real numbers. You are O Minimum given that g(x) has critical points at O Neither

Suppose g(r) is continuous and O Maximum defined for all real numbers. You are O Minimum given that g(x) has critical points at O Neither andx = -1. If g' (x) is positive in the interval x -1, is the point where the location of a relative maximum, minimum, or neither

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