Based on your description of the Cartesian coordinate plane with dashed lines indicating a system of inequalities, the likely correct statement would be:
The system has infinite solutions.
In systems of inequalities, if the regions defined by the inequalities overlap, there are infinitely many points that satisfy the inequalities in that overlapping region. The presence of dashed lines indicates that the lines themselves are not included in the solution set (as they represent "<" or ">"). Therefore, if there is an overlapping area, it suggests that there are infinite solutions within that region.