Determine if the two indicated angles are adjacent.

(1 point)
Responses

No, they do not share a common vertex.
No, they do not share a common vertex.

No, they do not share a common ray.
No, they do not share a common ray.

Yes, they share a common ray.
Yes, they share a common ray.

Yes, they share a common vertex.

1 answer

To determine if two angles are adjacent, we need to check if they share a common vertex and a common ray.

  1. Common vertex: If the angles have the same vertex.
  2. Common ray: If the angles share a ray as one of their sides.

For two angles to be considered adjacent, they must meet both conditions mentioned above.

If you have the specific angles or a diagram, I could help you more accurately decide the relationship between them. In the absence of specific angles or a diagram, generally, the answers given can lead to the following conclusions about adjacency:

  • Yes, they share a common vertex (and potentially could be adjacent if a common ray exists).
  • No, they do not share a common vertex (in this case, they cannot be adjacent).
  • No, they do not share a common ray (again, they cannot be adjacent).
  • Yes, they share a common ray (this would suggest adjacency if they also share a common vertex).

Please check the specifics of your angles or provide a diagram to receive a more tailored answer!