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Difference between revisions of "Arithmetic Mean-Geometric Mean Inequality"

 
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The Arithmetic Mean-Geometric Mean (often abbreviated AM-GM) [[Inequality]] states that the [[Arithmetic Mean]] of a set of positive real numbers is greater than or equal to the [[Geometric Mean]] of the same set of positive real numbers.  For example, for the set <math>\{9,12,54\}</math>, the Arithmetic Mean, 25, is greater than the Geometric Mean, 18; AM-GM guarantees this is always the case.
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#REDIRECT[[AM-GM Inequality]]

Latest revision as of 16:07, 29 December 2021

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