How do you solve $5^{x} = 17$ $5^x=17$ ?

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How do you solve $5^{x} = 17$ $5^x=17$ ?

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Answer 1 · 2016-03-24T19:41:29

$x = 1, 7603744273$ $x=1,7603744273$

Explanation:

$5^{x} = 17$ $5^x=17$
${log 5}^{x} = log 17$ $log 5^x=log 17$
$x \cdot log 5 = log 17$ $x*log 5=log 17$
$log 5 = 0, 6989700045$ $log 5=0,6989700045$
$log 17 = 1, 2304489214$ $log 17=1,2304489214$
$x = \frac{log 17}{log 5}$ $x=(log 17)/(log 5)$
$x = 1, 7603744273$ $x=1,7603744273$

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How do you solve $5^{x} = 17$ $5^x=17$ ?

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