use the graph of (f(x)) to find the limit.\n lim_{x\rightarrow - 8}f(x)=square

use the graph of (f(x)) to find the limit.\n lim_{x\rightarrow - 8}f(x)=square

use the graph of (f(x)) to find the limit.\n lim_{x\rightarrow - 8}f(x)=square

Answer

Explanation:

Step1: Recall limit definition

The limit as $x$ approaches $a$ is the value the function approaches as $x$ gets closer and closer to $a$ (from both sides if it's a two - sided limit). Here $a=-8$.

Step2: Analyze left - hand and right - hand limits

As $x$ approaches $-8$ from the left side (values of $x$ less than $-8$) and from the right side (values of $x$ greater than $-8$), the function $y = f(x)$ approaches $0$.

Answer:

$0$