Question

The diagram shows for rays that hsra endpoint V, and Angles WVX ≅ and angle YVZ. Prove that WVY = XVZ

Answer 1

To prove that \(\angle WVY = \angle XVZ\), you can use the corresponding angles property, as angles WVX and YVZ are already congruent.

Here's the proof:

1. Given: \(\angle WVX \cong \angle YVZ\) (Given information)
2. Corresponding angles are equal: \(\angle WVY \cong \angle XVZ\) (Corresponding angles property)

Therefore, \(\angle WVY = \angle XVZ\), and the statement is proven.