Question

ln and oq are parallel lines. which angles are adjacent angles? ∠nmk and ∠qpm ∠nmk and ∠opr ∠nmk and ∠qpr ∠nmk and ∠nmp

Explanation:

Step1: Recall adjacent - angle definition

Adjacent angles share a common vertex and a common side, and have no interior - points in common.

Step2: Analyze each option

• For $\angle NMK$ and $\angle QPM$, they do not share a common vertex or side.
• For $\angle NMK$ and $\angle OPR$, they do not share a common vertex or side.
• For $\angle NMK$ and $\angle QPR$, they do not share a common vertex or side.
• For $\angle NMK$ and $\angle NMP$, they share a common vertex $M$ and a common side $MK$. They have no interior - points in common.

Answer:

$\angle NMK$ and $\angle NMP$