Question

if 2^ log of 9 to base 3 + 25^log of 3 to base 9 = 8^log of 9 to base x find x

Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

${2}^{ log_{3}(9) } + {25}^{ log_{9}(3) } = {8 }^{ log_{x}(9) }$

${2}^{ log_{3}({3}^{2} ) } + {5}^{ 2log_{9}(3) } = {8 }^{ log_{x}(9) }$

${2}^{ 2 log_{3}(3) } + {5}^{ log_{9}(3) ^{2} } = {8 }^{ log_{x}(9) }$

${2}^{ 2 \times 1 } + {5}^{ log_{9}(9) } = {8 }^{ log_{x}(9) }$

${2}^{ 2 } + {5}^{1} = {8 }^{ log_{x}(9) }$

$9 = {8 }^{ log_{x}(9) }$