For a differentiable function

MATHEMATICS · Single correct · CBSE · Mathematics · Applications of Derivatives · Applications of Derivatives

Problem

For a differentiable function g(x)g(x), the sign of g′(x)g'(x) is given by g′(x)>0g'(x)>0 for x<2x<2, g′(x)>0g'(x)>0 for x>2x>2. Which of the following best describes x=2x=2 for the function gg? (a) Point of local maximum (b) Neither maximum nor minimum (c) Point of inflection (d) Absolute maximum on the entire real line

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