Asked by idontgiveaflip
Determine if the two indicated angles are adjacent.
(1 point)
A. Yes, they share a common vertex.
B. No, they do not share a common ray.
C. Yes, they share a common ray.
D. No, they do not share a common vertex.
(1 point)
A. Yes, they share a common vertex.
B. No, they do not share a common ray.
C. Yes, they share a common ray.
D. No, they do not share a common vertex.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine if two angles are adjacent, we need to know that adjacent angles share a common vertex and a common ray. Based on the options provided:
C. Yes, they share a common ray.
This choice would be accurate if both angles indeed have a common vertex and share one ray. If this is not the case, then the correct option would depend on the specific situation.
If you can provide a diagram or more details about the angles in question, I can give a clearer answer. But typically, adjacent angles do share both a common vertex and a common ray.
C. Yes, they share a common ray.
This choice would be accurate if both angles indeed have a common vertex and share one ray. If this is not the case, then the correct option would depend on the specific situation.
If you can provide a diagram or more details about the angles in question, I can give a clearer answer. But typically, adjacent angles do share both a common vertex and a common ray.
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