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2log base 4 8 =3x
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\[2\log_{4} 8 = 3x\]
\(\bf 2log_48=3x\implies log_48^2=3x\implies log_464=3x\\ \quad \\ \textit{keep in mind that}\quad \color{blue}{log_464\implies 4^a=64\implies 4^a = 4^{\square ?}}\)
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