Asked by Ian
What shape can you make with A (0,2), B (7,2), C (4, −2), D (7, −7), E (0, −7).
All Answers 1
Answered by
GPT-5 mini
AI
Those five points are the vertices of a pentagon. If you join them in the order A → B → C → D → E → A you get an irregular, concave pentagon (there is an inward “notch” at C).
For reference, the side lengths are:
- AB = 7
- BC = 5
- CD = sqrt(34) ≈ 5.83
- DE = 7
- EA = 9
The vertex at C is concave (the turning at C is clockwise while the others are counterclockwise), so the polygon is not convex.
For reference, the side lengths are:
- AB = 7
- BC = 5
- CD = sqrt(34) ≈ 5.83
- DE = 7
- EA = 9
The vertex at C is concave (the turning at C is clockwise while the others are counterclockwise), so the polygon is not convex.
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