Algebra-2

Based on the behavior of the line, (-2, 6) is a relative maximum.

Here's the reasoning: A relative maximum occurs when the function changes from increasing to decreasing. In this case, the line is increasing as it approaches the point (-2, 6) and then starts decreasing after reaching that point.

It's not a relative minimum since a relative minimum happens when the function changes from decreasing to increasing, which is not the situation for (-2, 6).