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Evaluate log base 9 of 27 Can someone help explain this to me?
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\(\log_9(27)=\log_{3^2}(27)\) So \((3^2)^x=27\) i.e. \(2*x=3\implies x=\dfrac{3}{2}\)
Is that the answer? Sorry I can't find this type of question in my notes :(
Which part of my explanation do you not understand?
Why do you square 3 and where does x come from?
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