Math, asked by buta63329, 9 months ago

geometric mean between two positive real numbers a and b

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Answered by saindulakavath

geometric mean between two positive real numbers a and b is

the square root of the product of the two positive real numbers i.e,

$g = \sqrt{ab}$

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Answered by tyrbylent

Answer:

Step-by-step explanation:

The geometric mean between two positive real numbers "a" and "b" is the positive number "x" such that $\frac{a}{x}$ = $\frac{x}{b}$ ===> x = $\sqrt{a*b}$

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