The vertex of a graph is (2,-2) is it a minimum, yes or no?
no way to tell
To determine whether the vertex is a minimum or not, we need more information about the graph. The vertex alone is not sufficient to make that determination. The vertex refers to the point on a graph where the curve reaches either its highest or lowest point. It can be either a minimum or a maximum point, depending on the shape of the curve.
To find out whether the vertex is a minimum or not, you would need to analyze the behavior of the graph near the vertex. This includes looking at the slope of the graph before and after the vertex, as well as considering the concavity of the curve. By examining these factors, you can determine whether the vertex represents a minimum point.
If you have the equation or additional information about the graph, please provide it, and I can help you further determine whether the vertex (2, -2) is a minimum or not.
To determine if the vertex (2, -2) of a graph represents a minimum point, we need more information about the function or equation being graphed. The vertex alone does not provide enough information to determine whether it is a minimum.
Please provide the function or equation that the graph represents, and we can proceed with the analysis.