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→Conversion of coefficient to odds ratio
Thus, converted <math>b_1</math> to <math>\color{red}{e^{b_1}}</math> or <math>\color{red}{\exp (b_1)}</math> gives the '''odds ratio of outocome probabilities''' before and after variable <math>X_1</math> gains <math>1</math>.
::<math>
\begin{align}
\exp (\text{coefficient}) = e^{\text{coefficient}} & = \text{odds ratio} \\
\log (\text{odds ratio}) & = \text{coefficient}
\end{align}
</math>
==Generalized linear model==
