Question

mo and pr are parallel lines. which angles are corresponding angles? ∠pqn and ∠mnl ∠pqn and ∠mnq ∠pqn and ∠rqn ∠pqn and ∠onq

Explanation:

Step1: Recall corresponding angles definition

Corresponding angles are in the same relative position.

Step2: Analyze each option

• For $\angle PQN$ and $\angle MNL$:

Since $\overleftrightarrow{MO}\parallel\overleftrightarrow{PR}$ and $\overleftrightarrow{SL}$ is a transversal. $\angle PQN$ and $\angle MNL$ are in the same relative position (both above the parallel lines and on the same side of the transversal).

• For $\angle PQN$ and $\angle MNQ$: These are alternate - interior angles (not corresponding).
• For $\angle PQN$ and $\angle RQN$: These are adjacent angles (not corresponding).
• For $\angle PQN$ and $\angle ONQ$: These are not in the same relative position (not corresponding).

Answer:

A. $\angle PQN$ and $\angle MNL$