Answer
The domain is $(-\infty,0)\cup(0, \infty)$.
The range is $(-\infty,\infty)$.
The x-intercepts are (-1,0) and (1,0).
There are no y-intercepts.
Work Step by Step
The domain is a horizontal span from the function's smallest value of x to the function's largest value of x. If there is a discontinuity, the domain must show where the discontinuity happens.
The range is a vertical span from the function's smallest value of f(x) to the function's largest value of f(x). If there is a discontinuity, the range must show where the discontinuity happens.
The x-intercepts are all points of a graph when f(x)=0 while the y-intercepts are all points of a graph when x=0. In this case, there are only the x-intercepts:
$0=ln(-x_1)$
$e^0=-x_1$
$1=-x_1$
$x_1=-1$
$0=ln(x_2)$
$e^0=x_2$
$x_2=1$
