How do you solve $8^{5 x} = 4.4$ $8^(5x) = 4.4$ ?

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Answer 1 · 2016-04-21T19:05:44

$x = \frac{ln 4.4}{5 ln 8} \approx 0.143$ $x=ln4.4/(5ln8) ~~0.143$

${ln 8}^{5 x} = ln 4.4$ $ln8^(5x)=ln4.4$

$(5 x) ln 8 = ln 4.4$ $(5x)ln8=ln4.4$

$5 x = \frac{ln 4.4}{ln 8}$ $5x=ln4.4/ln8$

$x = \frac{ln 4.4}{5 ln 8} \approx 0.143$ $x=ln4.4/(5ln8) ~~0.143$

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