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Can someone change this into logarithmic form? f(x) = 8.04e^(0.07x)
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$$ f(x)=8.04e^{0.07x}\\ \text{get ln() on both}\\ ln(f(x)))=\bf ln(8.04e^{\color{red}{0.07x}})\\ ln(8.04e^{\color{red}{0.07x}}) \implies ln(8.04)+ln(e^{\color{red}{0.07x}})\\ \text{by the cancellation rules } log_aa^x = x\\ ln(8.04)+\color{red}{0.07x}\\ $$ is that what's expected?
I think so! Thanks (:
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