End Behavior

The end behavior of a polynomial functions describes how the relationship between input and outputs at the far left and far right of the graph.  In other words, as x becomes increasingly negative, approaching negative infinity, how do the outputs behave?  Or, as x becomes increasingly large, approaching positive infinity, how do the outputs behave?

In this section you’ll learn what end behavior is, how to identify end behavior by looking at the leading coefficient and the sign of the leading coefficient, and how that ties into the number of x – intercepts.

Read through the notes below, watch the video, try the practice problems.  Learning new material is always difficult and confusing.  In fact, it requires you to develop and then relief confusion, and often frustration.  But, the end result is worth it because learning is an activity worth it’s own efforts.

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