In order to provide accurate statements about the system of equations and their graphs, I would need to know the specific characteristics of the equations and how they are graphed. Without that information, I can suggest two common statements that might apply to a system of equations:
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Consistent or Inconsistent: If the graphs of the equations intersect at one point, the system is consistent and has a unique solution. If the graphs are parallel and never intersect, the system is inconsistent and has no solution.
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Dependent or Independent: If the graphs of the equations are the same line, the system is dependent and has infinitely many solutions. If the graphs are two distinct lines that intersect, the system is independent.
If you provide me with the details of the equations or the graph, I can give you specific statements relevant to your system.