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Drag and drop each item into the appropriate space.
Given: WXYZ is a parallelogram; overline WY is a transversal
Prove: triangle WXY cong triangle YZW X
Statement Reason
1. WXYZ is a parallelogram overline WY is a transversal
2 overline XY cong overline WZ :; overline XW cong overline YZ
3 . angle WYX cong angle YWZ 4 overline WY cong overline WY
5. triangle WXY cong triangle YZW
Reflexive Property
Definition of a parallelogram
ASA
Alternate interior angles are
Given

Drag And Drop Each Item Into The Appropriate Space Given WXYZ Is A Parallelogram Overline WY Is A Transversal Prove Triangle WXY Cong Triangle YZW X Statement R class=

Sagot :

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