# How do you simplify x=lne^60?

Feb 10, 2015

You can use the definition of logarithm and of Natural logarithm:
Natural logarithm is indicted by $\ln$ and has base $e$, so basically,
${\log}_{e} = \ln$
also you can write:
${\log}_{e} b = \ln b = x$
$\to {e}^{x} = b$ (I)

$\ln \left({e}^{60}\right) = x$
${e}^{60} = {e}^{x}$
and $x = 60$