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In mathematics, a relative maximum (or local maximum) refers to a point in a function's domain where the function value is greater than the values of the function at nearby points. Specifically, if ( f(x) ) is a function, then ( f(a) ) is a relative maximum if there exists an interval around ( a ) such that ( f(a) \geq f(x) ) for all ( x ) in that interval. Relative maxima are important in calculus and optimization, as they indicate points where a function reaches a peak within a specific range.

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1d ago

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