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==Objectives==

* Identify the domain and range of $t=a\log(P-b)$ and $t=c\ln(P-d)$ and understand their relationship to the domain and range of $P=10^{t/a}+b$ and $P=e^{t/c}+d$.
* Manipulate real-world examples that can be modeled by a logarithm
 

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