Question

ln and oq are parallel lines. which angles are adjacent angles? ∠nmp and ∠lmk ∠nmp and ∠nmk ∠nmp and ∠opm ∠nmp and ∠opr

Explanation:

Step1: Recall the definition of adjacent angles

Adjacent angles share a common vertex and a common side.

Step2: Analyze each option

• For $\angle NMP$ and $\angle LMK$: They do not share a common vertex and side in the required way.
• For $\angle NMP$ and $\angle NMK$: They share the common vertex \(M\) and the common side \(MK\).
• For $\angle NMP$ and $\angle OPM$: They are on different lines and do not share a common vertex and side.
• For $\angle NMP$ and $\angle OPR$: They are on different lines and do not share a common vertex and side.

Answer:

\(\angle NMP\) and \(\angle NMK\)