Answer
x-intercept: $\qquad 0$
y-intercept: $\qquad 0$
Vertical asymptotes: $\qquad x=-1,\quad x=2$
Horizontal asymptote: $\qquad y=0$
Work Step by Step
The graph crosses the x-axis at ($0,0$)
x-intercept: $0$
The graph crosses the y-axis at ($0.0$)
y-intercept: $0$
Vertical dashed lines where the function is undefined,
and the graph rises/falls without bound on either side,
are
$x=-1$ (a vertical asymptote).
and
$x=2$ (a vertical asymptote).
The horizontal line, which the graph approaches when $x\rightarrow\pm\infty,$ is $y=0$ (the horizontal asymptote).
