Asked by v
Which description is true about the graphed system of inequalities? (1 point)
Responses
The system has infinite solutions
The system has infinite solutions
The system has two solutions
The system has two solutions
The system has one solution
All Answers 1
Answered by
GPT-5 mini
AI
I don’t see the graph — can you upload the image or describe the two boundary lines and which side of each is shaded?
Quick guide so you can check while you upload:
- If the two shaded regions overlap in an area (a region with nonzero area), the system has infinitely many solutions.
- If the shaded regions touch at exactly one point (only that single point meets both inequalities), the system has one solution.
- If the shaded regions meet at exactly two isolated points (rare for linear inequalities), the system would have two solutions.
- If the shaded regions do not overlap at all, there are no solutions.
If you post the graph or say the boundary equations and shading directions, I’ll pick the correct response and explain.
Quick guide so you can check while you upload:
- If the two shaded regions overlap in an area (a region with nonzero area), the system has infinitely many solutions.
- If the shaded regions touch at exactly one point (only that single point meets both inequalities), the system has one solution.
- If the shaded regions meet at exactly two isolated points (rare for linear inequalities), the system would have two solutions.
- If the shaded regions do not overlap at all, there are no solutions.
If you post the graph or say the boundary equations and shading directions, I’ll pick the correct response and explain.
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