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Determine the exact value of x: 3^(2x)=5(3^x)=36
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sorry i made a mistake, the equation looks like this: \[3^{2x}=5(3^{x}) + 36\]
x=2 by inspection
Hey i know you are supposed to use logs but I couldn't resist.
i actually never learned to solve exponential equations with logarithms, so it's alright that you didn't reply using them. :)
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