use the graph of the rational function to complete the following statement. as $x \\to -4^{-}$, $f(x) \\to$…

use the graph of the rational function to complete the following statement. as $x \\to -4^{-}$, $f(x) \\to$ as $x \\to -4^{-}$, $f(x) \\to$

use the graph of the rational function to complete the following statement. as $x \\to -4^{-}$, $f(x) \\to$ as $x \\to -4^{-}$, $f(x) \\to$

Answer

Explanation:

Step1: Understand the notation

The notation (x\to - 4^{-}) means (x) approaches (-4) from the left - hand side.

Step2: Analyze the graph

Looking at the graph of the rational function, as (x) approaches (-4) from the left ((x\to - 4^{-})), we observe the behavior of the (y = f(x)) values. As (x) gets closer and closer to (-4) from values less than (-4), the function values (y = f(x)) increase without bound.

Answer:

(\infty)