Question
True or False, the angles indicated (shaded purple and green) in the diagram are adjacent angles?
A.
True, they share a common vertex and ray.
B.
False, they share a common vertex, but NOT a common ray.
A.
True, they share a common vertex and ray.
B.
False, they share a common vertex, but NOT a common ray.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine if the angles indicated in the diagram are adjacent angles, we need to understand the definition of adjacent angles. Adjacent angles are two angles that share a common vertex and a common side (ray), but do not overlap.
Based on the options you provided:
A. True, they share a common vertex and ray.
B. False, they share a common vertex, but NOT a common ray.
If the angles do indeed share both a common vertex and a common ray, then the correct answer is A.
However, if they share a common vertex but do not share a common ray, then the correct answer is B.
Without the diagram, I cannot definitively answer True or False. You will need to evaluate the angles based on the description above. If they share both a vertex and a ray, it's A. If they only share a vertex, it's B.
Based on the options you provided:
A. True, they share a common vertex and ray.
B. False, they share a common vertex, but NOT a common ray.
If the angles do indeed share both a common vertex and a common ray, then the correct answer is A.
However, if they share a common vertex but do not share a common ray, then the correct answer is B.
Without the diagram, I cannot definitively answer True or False. You will need to evaluate the angles based on the description above. If they share both a vertex and a ray, it's A. If they only share a vertex, it's B.
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