complete the table and then graph the function.\n$y = -9$\n| $x$ | $y$ |\n| ---- | ---- |\n| -10 | |\n| -9 |…

complete the table and then graph the function.\n$y = -9$\n| $x$ | $y$ |\n| ---- | ---- |\n| -10 | |\n| -9 | |\n| 4 | |\n| 9 | |\nclick to select points on the graph.

complete the table and then graph the function.\n$y = -9$\n| $x$ | $y$ |\n| ---- | ---- |\n| -10 | |\n| -9 | |\n| 4 | |\n| 9 | |\nclick to select points on the graph.

Answer

Explanation:

Step1: Identify constant function rule

The function $y=-9$ means $y$ is always $-9$, regardless of $x$.

Step2: Fill table with constant $y$-value

For each $x$ value ($-10, -9, 4, 9$), $y=-9$.

Step3: Identify graph points

The points to plot are $(-10, -9)$, $(-9, -9)$, $(4, -9)$, $(9, -9)$. This forms a horizontal line at $y=-9$.

Answer:

Completed Table:

$x$ $y$
$-10$ $-9$
$-9$ $-9$
$4$ $-9$
$9$ $-9$

Graph Details:

Plot the points $(-10, -9)$, $(-9, -9)$, $(4, -9)$, $(9, -9)$ and draw a horizontal straight line through them that spans the entire grid along $y=-9$.