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The expected value of a random variable; or a location measure for a sample.

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Is there a name for "product divided by arithmetic mean"? [duplicate]

Consider two rates, $0 < x, y < 1$. How would one call $z$, if $z = \frac{x*y}{(x+y)/2} = \frac{2*x*y}{x+y}$? Is there a relationship with other means, such as the Inequality of arithmetic and geom …
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