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Why Can the Equation log⁡4(x−6)=log⁡4(6−x)\log _{4}(x-6)=\log _{4}(6-x) Be Said to Have No Solution

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Why can the equation log⁡4(x−6)=log⁡4(6−x)\log _{4}(x-6)=\log _{4}(6-x) be said to have no solution?

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