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Are the two indicated angles adjacent? Why or why not? (1 point) Responses No, the two indicated angles do not share a common r...Asked by 🧋 🧋 lover
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 vertex.
Yes, the two indicated angles share a common vertex.
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
(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 vertex.
Yes, the two indicated angles share a common vertex.
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
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine if two angles are adjacent, we need to check the following criteria:
1. The two angles must share a common vertex.
2. The two angles must share a common ray (one side).
3. The angles must not overlap.
Based on these criteria, the correct response would be:
**Yes, the two indicated angles share a common ray.**
If the angles indeed share a common ray and vertex without overlapping, then they are adjacent angles.
1. The two angles must share a common vertex.
2. The two angles must share a common ray (one side).
3. The angles must not overlap.
Based on these criteria, the correct response would be:
**Yes, the two indicated angles share a common ray.**
If the angles indeed share a common ray and vertex without overlapping, then they are adjacent angles.
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