Question

determine the end behavior of the graph. use -> and ∞, you may copy and paste.

Explanation:

Step1: Analyze left end behavior

As \( x \to -\infty \), observe the graph. The left - most part of the graph (as \( x \) becomes very negative) is moving upwards, so \( f(x)\to\infty \) as \( x\to -\infty \).

Step2: Analyze right end behavior

As \( x \to \infty \), observe the graph. The right - most part of the graph (as \( x \) becomes very positive) is moving upwards, so \( f(x)\to\infty \) as \( x\to\infty \).

Answer:

As \( x\to -\infty \), \( f(x)\to\infty \); as \( x\to\infty \), \( f(x)\to\infty \)