#### Answer

please see image
.

#### Work Step by Step

1. The inequality sign is $\geq $, so we draw a solid border
2. The border, $y=x^{2}-1$
is a parabola , obtained from $y=x^{2}$ by shifting down 1 unit,
vertex: $(0,-1),$ opens up,
x-intercepts:
$0=x^{2}-1$
$0=(x+1)(x-1)$
x-intercepts:$ \pm 1$
Additional points : $(\pm 2,3)$
3. Test the point $(0,0)$
$0 \geq 0^{2}-1\quad ?$
$0 \geq -1\quad ?$
Yes
4. Shade the region that the origin belongs to.