Question

graph these equations:
$x = -1$
$x = -5$
click to select points on the graph.

Explanation:

Step1: Identify line type for $x=-1$

Equations of the form $x=a$ are vertical lines passing through $x=a$ on the x-axis, with any y-value.
Points on $x=-1$: $(-1, 10), (-1, 0), (-1, -8)$

Step2: Identify line type for $x=-5$

This is also a vertical line passing through $x=-5$ on the x-axis, with any y-value.
Points on $x=-5$: $(-5, 10), (-5, 0), (-5, -8)$

Step3: Plot and connect points

Draw a straight vertical line through the points for $x=-1$, and another straight vertical line through the points for $x=-5$.

Answer:

• A vertical line passing through $x=-1$ (all points where the x-coordinate is -1, for any y-coordinate)
• A vertical line passing through $x=-5$ (all points where the x-coordinate is -5, for any y-coordinate)

On the provided grid, these lines run parallel to the y-axis, crossing the x-axis at $(-1,0)$ and $(-5,0)$ respectively.