Select a true statement to describe the graphed system of inequalities.

Without seeing the graphed system of inequalities, I cannot determine which statement is true. However, I can explain the options:

1. The system has one solution: This would imply that the lines intersect at exactly one point, which is rare for systems of inequalities, as inequalities create shaded regions rather than single points.

2. The system has no solutions: This would occur if the lines are parallel and never intersect, meaning there is no overlapping shaded region.

3. The system has two solutions: Generally, systems of inequalities do not have a finite number of distinct solutions; they typically represent regions.

4. The system has infinite solutions: This is the most common outcome for systems of inequalities, where the shaded regions overlap, indicating that there are countless solutions within that area.

If you can describe the graph or tell me about the lines and shaded areas, I can help you select the most accurate statement!