Question

practice with linear pairs and vertical angles. which angles are linear pairs? check all that apply. ∠srt and ∠trv ∠srt and ∠tru ∠vrw and ∠wrs ∠vru and ∠urs ∠urw and ∠wrs

Explanation:

A linear pair of angles is formed when two adjacent angles are supplementary (sum to \(180^{\circ}\)) and their non - common sides form a straight line.

• For \(\angle SRT\) and \(\angle TRU\): Their non - common sides \(RS\) and \(RU\) do not form a straight line.
• For \(\angle VRW\) and \(\angle WRS\): Their non - common sides \(RV\) and \(RS\) form a straight line, and they are adjacent.
• For \(\angle VRU\) and \(\angle URS\): Their non - common sides \(RV\) and \(RS\) do not form a straight line.
• For \(\angle URW\) and \(\angle WRS\): Their non - common sides \(RU\) and \(RS\) do not form a straight line.
• For \(\angle SRT\) and \(\angle TRV\): Their non - common sides \(RS\) and \(RV\) form a straight line, and they are adjacent.

Answer:

\(\angle SRT\) and \(\angle TRV\), \(\angle VRW\) and \(\angle WRS\)