Log8 17-log9 23-log2-2 17-log3 23 is equal to

Make base 2 and 3 1/3log_2 17/1/2log_3 23 1 ( 3/2 )log_2 17/log_3 23=0 ...

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Fundamental Laws of Logarithms

log8 17/log9 ...

Question

$\frac{l o g_{8} 17}{l o g_{9} 23} - \frac{l o g_{2 \sqrt{2}} 17}{l o g_{3} 23}$ is equal to

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\frac{17}{8}

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\frac{23}{17}

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$\frac{l o g_{8} 17}{l o g_{9} 23} - \frac{l o g_{2 \sqrt{2}} 17}{l o g_{3} 23}$ is equal to

\frac{23^{3} - 17^{3}}{23^{2} + 17^{2} + 23 \times 17}

x

y

{\begin{matrix} {log}_{8} (1) + {log}_{3} (x + 2) = {log}_{3} (3 - 2 y) 2^{y - x} - 2^{3 - y} = 0 \end{matrix}

(y - x)

\frac{{log}_{8} 17}{{log}_{9} 23} - \frac{{log}_{3 \sqrt{2}} 17}{{log}_{3} 23} .

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