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How do you solve this algebraically. -2logbase4of x= logbase 4 of 9 So it looks like -2log_4 x=Log_4 9
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\[-2\log_{4}X=\log_{4}9 \] thats what it should look like
\[\log_{4}X^{-2}=\log_{4}9\]
take it to 4 power x^-2=9
1/x^2 =9
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