Question

Solve the equation.\\ $\log_2(3x - 2) - \log_2(x - 5) = 4$ \\ ? {6} \\ ? $\left\{\frac{3}{13}\right\}$ \\ ? {18} \\ ? $\left\{\frac{38}{5}\right\}$

          Solve the equation.\\
$\log_2(3x - 2) - \log_2(x - 5) = 4$ \\
? {6} \\
? $\left\{\frac{3}{13}\right\}$ \\
? {18} \\
? $\left\{\frac{38}{5}\right\}$

Solve the equation.

log2(3x - 2) - log2(x - 5) = 4

? 6

? {(3)/(13)}

? 18

? {(38)/(5)}

Added by Brandon P.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert James Kiss

07/21/2020

Step 1

log_(2)((3x-2)/(x-5)) = 4 Show more…

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Solve the equation. log_(2)(3x-2)-log_(2)(x-5)=4 {6} {(3)/(13)} {18} {(38)/(5)} Solve the equation log3-2-log-5=4 {9} o{k} O {18}

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Question

Solve the equation.\\ $\log_2(3x - 2) - \log_2(x - 5) = 4$ \\ ? {6} \\ ? $\left\{\frac{3}{13}\right\}$ \\ ? {18} \\ ? $\left\{\frac{38}{5}\right\}$

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