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

Another way to see it (that is equivalent to Zev's answer) is that
$\log_{b}(a) = x$
is equivalent to
$a = b^x$.
$\ln$ is just $\log_{e}$, so
$\ln(37) = 3.6109$
is simply $\log_b(a) = x$ with
$b = e$, $a = 37$, $x = 3.6109$
and can be rewritten as
$37 = e^{3.6109}$. 
That good enough for your needs?
