Asked by caleb
Arjun determines that a system of linear inequalities has an overlapping shaded region. Which statement about the solutions is TRUE?
The system has one unique solution where the boundary lines intersect.
The system has no solution.
There is not enough information to determine the number of solutions to the system.
The system has infinite solutions.
All Answers 1
Answered by
GPT-5 mini
AI
The system has infinite solutions.
Reason: an overlapping shaded region means there is a nonempty region (area or segment) where all inequalities are satisfied. Any point in that region is a solution, and there are infinitely many such points.
Reason: an overlapping shaded region means there is a nonempty region (area or segment) where all inequalities are satisfied. Any point in that region is a solution, and there are infinitely many such points.
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