Question

\overleftrightarrow { g i } and \overleftrightarrow { j l } are parallel lines. which angles are adjacent angles? \angle g h f and \angle j k h \angle g h f and \angle i h f \angle g h f and \angle l k m \angle g h f and \angle l k h

Explanation:

Step1: Understand adjacent angles

Adjacent angles share a common vertex and a common side.

Step2: Analyze each pair

• For \(\angle GHF\) and \(\angle JKH\): They do not share a common vertex or side.
• For \(\angle GHF\) and \(\angle IHF\): They share vertex \(H\) and side \(HF\).
• For \(\angle GHF\) and \(\angle LKM\): They do not share a common vertex or side.
• For \(\angle GHF\) and \(\angle LKH\): They do not share a common vertex or side.

Answer:

\(\angle GHF\) and \(\angle IHF\)