Solve the Equation$\log _{7}(6 x-1)+\log _{7} \mathrm{x}=1$ A)$\left\{\frac{7}{6}\right\}$ B)$\varnothing$ C)$\left\{-1, \frac{7}{6}\right\}$

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Solve the Equation $\log _{7}(6 x-1)+\log _{7} \mathrm{x}=1$ A) $\left\{\frac{7}{6}\right\}$ B) $\varnothing$ C) $\left\{-1, \frac{7}{6}\right\}$

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Solve the Equation log⁡7(6x−1)+log⁡7x=1\log _{7}(6 x-1)+\log _{7} \mathrm{x}=1log7​(6x−1)+log7​x=1 A) {76}\left\{\frac{7}{6}\right\}{67​} B) ∅\varnothing∅ C) {−1,76}\left\{-1, \frac{7}{6}\right\}{−1,67​}

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Solve the Equation $\log _{7}(6 x-1)+\log _{7} \mathrm{x}=1$ A) $\left\{\frac{7}{6}\right\}$ B) $\varnothing$ C) $\left\{-1, \frac{7}{6}\right\}$

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