$\displaystyle

f(x)=\frac{1}{1+ln|x|}\\

$

$\displaystyle

x\neq \frac{1}{e}\\

$

$\displaystyle

x\neq \frac{-1}{e}\\

$

$\displaystyle

lim_{x->\frac{1}{e}^+}\frac{1}{1+ln|x|}=\\

$

$\displaystyle

lim_{x->\frac{1}{e}^-}\frac{1}{1+ln|x|}=\\

$

i cant immagine ithe values in this function

??