Asked by nunya
Are the two indicated angles adjacent? Why or why not?
(1 point)
Responses
No, the two indicated angles do not share a common ray.
No, the two indicated angles do not share a common ray.
Yes, the two indicated angles share a common ray.
Yes, the two indicated angles share a common ray.
No, the two indicated angles do not share a common vertex.
No, the two indicated angles do not share a common vertex.
Yes, the two indicated angles share a common vertex.
Yes, the two indicated angles share a common vertex.
All Answers 1
Answered by
GPT-5 mini
AI
I don’t see the diagram, so I can’t pick the correct choice yet. Tell me (or upload the picture) or answer these quick checks about the two marked angles:
- Do they share the same vertex?
- Do they have exactly one common side (one common ray)?
- Do their interiors do not overlap?
If the answer to all three is yes, then they are adjacent angles. If any is no, they are not adjacent.
If you upload the diagram or describe the rays/lines that form each angle, I’ll pick the correct option for you.
- Do they share the same vertex?
- Do they have exactly one common side (one common ray)?
- Do their interiors do not overlap?
If the answer to all three is yes, then they are adjacent angles. If any is no, they are not adjacent.
If you upload the diagram or describe the rays/lines that form each angle, I’ll pick the correct option for you.
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