How to rewrite logarithmic equation in exponential form? How would I rewrite this logarithmic equation: $\ln(37)= 3.6109$, in exponential form? 
-Thanks 

The definition of $\ln(x)$ is that it is the number $y$ such that $e^y=x$. In other words,
$$e^{\ln(x)}=x.$$
We have the equation
$$\ln(37)=3.6109.$$
Because both sides are equal, we have that
$$e^{\ln(37)}=e^{3.6109}.$$
By the definition of $\ln$, this simplifies to
$$37=e^{3.6109}.$$
