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How do you solve $8 = 6^{x}$ $8=6^x$ ?

1 Answer

Apr 11, 2016

$x \approx 1.16$ $x ~~ 1.16$

Explanation:

If
$XXX 8 = 6^{x}$ $color(white)("XXX")8=6^x$
then
$XXX {log}_{6} 8 = x$ $color(white)("XXX")log_6 8 = x$

${log}_{6} 8$ $log_6 8$ can be evaluated using a calculator as $\approx 1.16$ $~~1.16$

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