Question$y \leq-x^{2}-5$

Studdy Solution
Shade the appropriate region on the graph:
- Begin by drawing the parabola $y = -x^2 - 5$ on the coordinate plane. - Since the inequality is $\leq$, the parabola itself is part of the solution set, so it should be drawn as a solid line. - Shade the region below the parabola to represent all points $(x, y)$ where $y \leq -x^2 - 5$.
The graph should now accurately represent the solution to the inequality $y \leq -x^2 - 5$.