Question

which angles are corresponding angles? ∠kjm and ∠koh ∠kjm and ∠nmo ∠kjm and ∠ijh ∠kjm and ∠nmo

Explanation:

Step1: Recall corresponding - angles definition

Corresponding angles are in the same relative position at each intersection where a straight - line crosses two others. If the two lines are parallel, corresponding angles are equal.

Step2: Analyze each option

• $\angle KJM$ and $\angle KOH$: These angles are not in the same relative position at the intersections.
• $\angle KJM$ and $\angle NMJ$: These are alternate interior angles.
• $\angle KJM$ and $\angle IJH$: $\angle KJM$ and $\angle IJH$ are vertical angles.
• $\angle KJM$ and $\angle NMO$: $\angle KJM$ and $\angle NMO$ are in the same relative position at the intersections of the transversal $HO$ with the two lines $IK$ and $LN$. They are corresponding angles.

Answer:

$\angle KJM$ and $\angle NMO$