Solve the Equation$\log _{5}(x+3)-\log _{5}(x-5)=4$ A)$\left\{-\frac{391}{78}\right\}$ B)$\left\{\frac{1}{78}\right\}$ C)$\left\{\frac{391}{78}\right\}$ D)$\varnothing$

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The Answer of Solve the Equation$\log _{5}(x+3)-\log _{5}(x-5)=4$ A)$\left\{-\frac{391}{78}\right\}$ B)$\left\{\frac{1}{78}\right\}$ C)$\left\{\frac{391}{78}\right\}$ D)$\varnothing$

Solve the Equation $\log _{5}(x+3)-\log _{5}(x-5)=4$ A) $\left\{-\frac{391}{78}\right\}$ B) $\left\{\frac{1}{78}\right\}$ C) $\left\{\frac{391}{78}\right\}$ D) $\varnothing$

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Solve the Equation log⁡5(x+3)−log⁡5(x−5)=4\log _{5}(x+3)-\log _{5}(x-5)=4log5​(x+3)−log5​(x−5)=4 A) {−39178}\left\{-\frac{391}{78}\right\}{−78391​} B) {178}\left\{\frac{1}{78}\right\}{781​} C) {39178}\left\{\frac{391}{78}\right\}{78391​} D) ∅\varnothing∅

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Solve the Equation $\log _{5}(x+3)-\log _{5}(x-5)=4$ A) $\left\{-\frac{391}{78}\right\}$ B) $\left\{\frac{1}{78}\right\}$ C) $\left\{\frac{391}{78}\right\}$ D) $\varnothing$

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