Question

complete the table and then graph the function.\\( f(x) = 6x + 28 \\)\

\\( x \\)	\\( f(x) \\)	\
---	---	\
\\( -6 \\)	\\( \square \\)	\
\\( -4 \\)	\\( \square \\)	\
\\( -3 \\)	\\( \square \\)	\

click to select points on the graph.

Explanation:

Step1: Substitute $x=-6$

$f(-6)=6(-6)+28=-36+28=-8$

Step2: Substitute $x=-4$

$f(-4)=6(-4)+28=-24+28=4$

Step3: Substitute $x=-3$

$f(-3)=6(-3)+28=-18+28=10$

Step4: Identify plot points

The points to graph are $(-6, -8)$, $(-4, 4)$, $(-3, 10)$

Answer:

Completed Table:

$x$	$f(x)$
-4	4
-3	10

Graph Points:

Plot the points $(-6, -8)$, $(-4, 4)$, and $(-3, 10)$ on the coordinate grid, then draw a straight line through them to represent the function $f(x)=6x+28$.