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MATH / Find the solution to the equation log_(3x)4=log_(2x)8, where x is a positive real number other than (1)/(3) or (1)/(2).

Problem

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problem

Find the solution to the equation log3x4=log2x8\log_{3x} 4 = \log_{2x} 8, where xx is a positive real number other than 13\tfrac{1}{3} or 12\tfrac{1}{2}.
Plain-text mathematical notation (without MathML)
Find the solution to the equation log_(3x)4=log_(2x)8, where x is a positive real number other than (1)/(3) or (1)/(2).
Original LaTeX notation
Find the solution to the equation $\log_{3x} 4 = \log_{2x} 8$, where $x$ is a positive real number other than $\tfrac{1}{3}$ or $\tfrac{1}{2}$.

level

Level 3

type

Intermediate Algebra

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Source and history

task_id
2be2f735-8f4a-591e-8b24-900e4ab2f9e2
task_key
intermediate~5falgebra--test--2be2f735-8f4a-591e-8b24-900e4ab2f9e2
task_revision_id
1
config / split
intermediate_algebra / test

Official source

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