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81^(2x)=9 , how can I find x?
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4x=1
x=1/4 lols
Write \(81\) as \(9^2\). So, \(9^{4x}=9\). Since they have the same base, they must have the same exponent. So \(4x=1\), which gives \(x= \frac{1}{4}\).
81 = 9^2 , so 81^(2x) = (9^2)^(2x) = 9^(4x) = 9 , 4x=1 etc
oh, gotcha. Than kyou :)
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