Question

graph this line using the slope and y-intercept:
y = -6
click to select points on the graph.

Explanation:

Step1: Identify line type

The equation $y=-6$ is a horizontal line, meaning the $y$-value is constant for all $x$-values.

Step2: Find y-intercept

The $y$-intercept occurs at $x=0$, so the point is $(0, -6)$.

Step3: Identify slope

For a horizontal line, slope $m = 0$, so any point with $y=-6$ works, e.g., $(2, -6)$ or $(-3, -6)$.

Step4: Plot and connect points

Draw a straight horizontal line through all points where $y=-6$, spanning the entire $x$-axis range of the graph.

Answer:

A horizontal straight line passing through all points where $y=-6$, including the $y$-intercept $(0, -6)$, and extending across the full grid of the coordinate plane.