$ \overrightarrow { i k } $ and $ \overrightarrow { l n } $ are parallel lines.
which angles are adjacent angles?
$ \angle i j h $ and $ \angle k j h $ $ \angle n m j $ and $ \angle l m o $
$ \angle k j m $ and $ \angle n m j $ $ \angle n m j $ and $ \angle i j h $

Question

Accepted Answer

# Explanation:
## Step1: Recall the definition of adjacent angles
Adjacent angles share a common vertex and a common side, and have no overlapping interior points.
## Step2: Analyze each pair
- For $\angle IJH$ and $\angle KJH$:
They share a common vertex $J$ and a common side $JH$, and have no overlapping interior points.
- For $\angle NMJ$ and $\angle LMO$:
They do not share a common side.
- For $\angle KJM$ and $\angle NMJ$:
They do not share a common side.
- For $\angle NMJ$ and $\angle IJH$:
They do not share a common vertex or a common side.

# Answer:
$\angle IJH$ and $\angle KJH$

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QUESTION IMAGE

Question

Explanation:

Step1: Recall the definition of adjacent angles

Step2: Analyze each pair

Answer: