Question

use the graph of the rational function to complete the following statement. as ( x \to - 2 ^ { + } ), ( f ( x ) \to )

Explanation:

Step1: Analyze the one - sided limit

The notation \(x\to - 2^{+}\) means \(x\) approaches \(-2\) from the right - hand side (values of \(x\) greater than \(-2\)).

Step2: Observe the graph behavior

Looking at the graph of the rational function, as \(x\) approaches \(-2\) from the right (\(x>-2\) and \(x\) gets closer to \(-2\)), we track the \(y\) - values of the function.

Answer:

\(\infty\)