How to obtain the linear form of Redlich Peterson isotherm model by algebraic transformation or any other ways? [closed]








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The **Redlich Peterson isotherm model** is known as:
$$
\begin{aligned}
q\_e=\frac{AC\_e}{1+BC^g\_e}
\end{aligned}
$$
Is there any way to obtain the linear form of this equation by algebraic transformation or any ohter ways(like using software origin)?In other words,given that $q\_e$ and $C\_e$ as variables and A,B,g as parameters,how can I make linear fitting based on this equation?


