Question

use the graph of ( f(x) ) to complete the table.

the table has columns ( x ) and ( f(x) ). the rows for ( x ) are -10 (with ( f(x) = -2 )), -7 (with a blank for ( f(x) )), and 5 (with a blank for ( f(x) )).

Explanation:

Step1: Find f(-7) on the graph

Locate $x=-7$ on the x-axis, move up to the curve, the corresponding y-value is $0$.

Step2: Find f(5) on the graph

Locate $x=5$ on the x-axis, move down to the curve, the corresponding y-value is $-3$.

Answer:

For $x=-7$, $f(x)=0$
For $x=5$, $f(x)=-3$

Completed table:

$x$	$f(x)$
-7	0
5	-3