Question

which angles are consecutive interior angles? ∠kjm and ∠ijm ∠lmj and ∠kjh ∠kjm and ∠nmj ∠ijm and ∠nmj

Explanation:

Step1: Recall definition of consecutive - interior angles

Consecutive - interior angles are two interior angles lying on the same side of the transversal.

Step2: Analyze each option

• For $\angle KJM$ and $\angle IJM$: $\angle IJM$ is not a well - defined angle in the context of the problem with the given lines and transversal.
• For $\angle LMJ$ and $\angle KJH$: $\angle KJH$ is not an interior angle formed by the lines and the transversal in the relevant sense.
• For $\angle KJM$ and $\angle NMJ$: These two angles are interior angles and lie on the same side of the transversal $OH$.
• For $\angle IJM$ and $\angle NMJ$: $\angle IJM$ is not a well - defined angle in the context of the problem with the given lines and transversal.

Answer:

$\angle KJM$ and $\angle NMJ$