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Exponential Function help?
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\[3(5)^{2x-3}=6\]
divide by 3 and start with \[5^{2x-3}=2\] then use the change of base formula to get \[2x-3=\frac{\ln(2)}{\ln(5)}\] then solve for \(x\)
Would that mean it is x=1.72? @satellite73
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