Solve the equation.
-$\log _{9}(\mathrm{x}-5)+\log _{9}(\mathrm{x}-5)=1$
A) $\{-\sqrt{26}, \sqrt{26}\}$
B) $\{-8,8\}$
C) $\{\sqrt{26}\}$
D) $\{8\}$

Name: Solve the equation. -$\log _{9}(\mathrm{x}-5)+\log _{9}(\mathrm{x}-5)=1$ A) $\{-\sqrt{26}, \sqrt{26}\}$ B) $\{-8,8\}$ C) $\{\sqrt{26}\}$ D) $\{8\}$
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The Answer of Solve the equation.
-$\log _{9}(\mathrm{x}-5)+\log _{9}(\mathrm{x}-5)=1$
A) $\{-\sqrt{26}, \sqrt{26}\}$
B) $\{-8,8\}$
C) $\{\sqrt{26}\}$
D) $\{8\}$

Solve the Equation log⁡9(x−5)+log⁡9(x−5)=1\log _{9}(\mathrm{x}-5)+\log _{9}(\mathrm{x}-5)=1log9​(x−5)+log9​(x−5)=1 A) {−26,26}\{-\sqrt{26}, \sqrt{26}\}{−26​,26​} B) {−8,8}\{-8,8\}{−8,8} C) {26}\{\sqrt{26}\}{26​} D) {8}\{8\}{8}

Solve the Equation $\log _{9}(\mathrm{x}-5)+\log _{9}(\mathrm{x}-5)=1$ A) $\{-\sqrt{26}, \sqrt{26}\}$ B) $\{-8,8\}$ C) $\{\sqrt{26}\}$ D) $\{8\}$