HELP ME PLEASE! i don't understand this well. **Answer Reason 2****ZYWX is a Parallelogram**Diagram: A parallelogram ZYXW is shown, with diagonals ZX and WY intersecting.**Prove: ∠ZWX ≅ ∠ZYX**| **Statements** | **Reasons** ||------------------------------|-------------------------|| \( \overline{ZY} \parallel \overline{WX} \) \( \overline{ZW} \parallel \overline{YZ} \) | Given || \( \angle WXZ \cong \angle YZX \) | 1 || \( \angle WZX \cong \angle YXZ \) | 2 || \( \overline{ZX} \cong \overline{ZX} \) | Reflexive Postulate || \( \triangle WZX \cong \triangle YXZ \) | 3 || \( \angle ZWX \cong \angle ZYX \) | 4 |**Explanation of Diagram:**The diagram shows a parallelogram ZYXW with a diagonal ZX. The parallel lines ZY & WX and ZW & YZ are indicated, setting up the basis for proving congruent angles through alternate interior angles, and the reflexive property of equality for line ZX establishes triangle congruency.

We have to prove that both angles W and Y are congruent.

Answered: Answer reason 2. ZYXW is a…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Answer reason 2. ZYXW is a parallelogram W Prove: ZZWX = ZZYX Statements ZY // WX ZW // WZ ZWXZZYZX ZWZX LYXZ ZX ZX AWZX AYXZ ZZWX ZZYX Reasons Given 1 2 Reflexive postulate 3 4