Answer
$6x $
Work Step by Step
$\log_{b}x=y $ is equivalent to $ b^{y}=x.\qquad (*)$
Consequently,$\qquad \log_{b}b^{x}=x.\qquad (**)$
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The natural logarithm has base e, $\ln e^{6x}=\log_{e}e^{6x}\qquad $ ... apply (**)
= $6x $
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