Identify the correct explanation for why the △YZV and △YWX are similar, and XY. The figure shows two triangles Y Z V and Y W X with common vertex Y. Sides W X and Z V are parallel. The length of segment W X is 14 units. The length of segment Z V is 24 units. The length of segment Y V is 22 units.

Asshown, WX∥ZV.∠W≅∠Zby the Alt. Int. ∠s Thm. By the Vert. ∠s Thm., ∠X≅∠V. Therefore, △YZV∼△YWXby AA∼.The measure of XY is 1256.

Asshown, WX∥ZV.∠X≅∠Vby the Alt. Int. ∠s Thm. By the Vert. ∠s Thm., ∠VYZ≅∠XYW. Therefore, △YZV∼△YWXby AA∼.The measure of XY is 1256.

Asshown, WX∥ZV.∠X≅∠Zby the Alt. Int. ∠s Thm. By the Vert. ∠s Thm., ∠VYZ≅∠XYW. Therefore, △YZV∼△YWXby AA∼.The measure of XY is 26211.

Asshown, WX∥ZV.∠X≅∠Vby the Alt. Int. ∠s Thm. By the Vert. ∠s Thm., ∠VYZ≅∠XYW. Therefore, △YZV∼△YWXby AA∼.The measure of XY is 26211.