The function $f (x) = \log_{9} x$ is the logarithm function with base
__. So, width="46" height="21" role="math" style="max-width: none; vertical-align: -5px;" localid="1648528874754" $f (9) =$ _, $f (1) =$ , $f (\frac{1}{9}) =$ , $f (81) =$ , and $f (3) =$ __.

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The function $f (x) = \log_{9} x$ is the logarithm function with base
__. So, width="46" height="21" role="math" style="max-width: none; vertical-align: -5px;" localid="1648528874754" $f (9) =$ _, $f (1) =$ , $f (\frac{1}{9}) =$ , $f (81) =$ , and $f (3) =$ __.

Accepted Answer

The function $f (x) = \log_{9} x$ is the logarithm function with base 9. So, $f (9) = 1, f (1) = 0, f (\frac{1}{9}) = - 1, f (81) = 2, and f (3) = \frac{1}{2}$ .

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Precalculus Mathematics for Calculus

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The function $f (x) = \log_{9} x$ is the logarithm function with base
__. So, width="46" height="21" role="math" style="max-width: none; vertical-align: -5px;" localid="1648528874754" $f (9) =$ _, $f (1) =$ , $f (\frac{1}{9}) =$ , $f (81) =$ , and $f (3) =$ __.

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Precalculus Mathematics for Calculus

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The function f(x) = log9 x is the logarithm function with base____. So, width="46" height="21" role="math" style="max-width: none; vertical-align: -5px;" localid="1648528874754" f9= _____, f1= ____, f19= ____, f81= ____, and f3= ____.

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The function $f (x) = \log_{9} x$ is the logarithm function with base
__. So, width="46" height="21" role="math" style="max-width: none; vertical-align: -5px;" localid="1648528874754" $f (9) =$ _, $f (1) =$ , $f (\frac{1}{9}) =$ , $f (81) =$ , and $f (3) =$ __.