marcus states that angle orp and angle lrp are a linear pair. which best describes his statement? he is…

marcus states that angle orp and angle lrp are a linear pair. which best describes his statement? he is correct. the angles share a common vertex so they are a linear pair. he is correct. the angles share a common ray so they are a linear pair. he is incorrect. angle orp does not form a linear pair with another angle in the diagram. he is incorrect. ray ro and ray rl are not opposite rays.

marcus states that angle orp and angle lrp are a linear pair. which best describes his statement? he is correct. the angles share a common vertex so they are a linear pair. he is correct. the angles share a common ray so they are a linear pair. he is incorrect. angle orp does not form a linear pair with another angle in the diagram. he is incorrect. ray ro and ray rl are not opposite rays.

Answer

Brief Explanations:

A linear - pair of angles must have a common vertex, a common side, and the non - common sides must be opposite rays. In the given diagram, for ∠ORP and ∠LRP, although they have a common vertex R and a common ray RP, ray RO and ray RL are not opposite rays.

Answer:

He is incorrect. Ray RO and ray RL are not opposite rays.