Question

rt and uw are parallel lines. which angles are adjacent angles? ∠rsv and ∠wvs ∠tsq and ∠tsv ∠rsq and ∠tsv ∠wvs and ∠uvx

Explanation:

Step1: Recall the definition of adjacent angles

Adjacent angles share a common side and a common vertex and have no overlapping interior points.

Step2: Analyze each option

• For \(\angle RSV\) and \(\angle WVS\): They do not share a common vertex.
• For \(\angle TSQ\) and \(\angle TSV\): They share a common vertex \(S\) and a common side \(TS\) and have no overlapping interior points.
• For \(\angle RSQ\) and \(\angle TSV\): They do not share a common vertex or side in the required adjacent - angle sense.
• For \(\angle WVS\) and \(\angle UVX\): They do not share a common vertex.

Answer:

\(\angle TSQ\) and \(\angle TSV\)