which pair of angles are vertical angles?\n∠wru and ∠srt\n∠wrs and ∠vrt\n∠vru and ∠trs\n∠vrt and ∠srt

which pair of angles are vertical angles?\n∠wru and ∠srt\n∠wrs and ∠vrt\n∠vru and ∠trs\n∠vrt and ∠srt

which pair of angles are vertical angles?\n∠wru and ∠srt\n∠wrs and ∠vrt\n∠vru and ∠trs\n∠vrt and ∠srt

Answer

Answer:

C. ∠VRU and ∠TRS

Explanation:

Step1: Recall vertical - angle definition

Vertical angles are formed when two lines intersect. They are opposite each other and are congruent.

Step2: Analyze each option

  • Option A: ∠WRU and ∠SRT are not formed by the intersection of the same two - line pairs.
  • Option B: ∠WRS and ∠VRT are not vertical angles as they do not meet the definition of being opposite each other at the intersection of two lines.
  • Option C: ∠VRU and ∠TRS are formed by the intersection of lines VS and TW at point R and are opposite each other, so they are vertical angles.
  • Option D: ∠VRT and ∠SRT share a common side and are adjacent angles, not vertical angles.