Mathematics, 11.01.2021 14:20 ashtonbillups
Y is the midpoint of WX and WX ⟂ VY . Complete the proof that △VWY≅△VXY. V W X Y StatementReason 1Y is the midpoint of WX Given 2 WX ⟂ VY Given 3∠VYW≅∠VYX Additive Property of Length All right angles are congruent Definition of angle bisector Definition of equilateral triangle Definition of midpoint Vertical Angle Theorem 4 WY ≅ XY Definition of midpoint 5 VY ≅ VY Reflexive Property of Congruence 6△VWY≅△VXY SSS CPCTC Definition of congruence SAS SSS
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Y is the midpoint of WX and WX ⟂ VY . Complete the proof that △VWY≅△VXY. V W X Y StatementReason 1Y...
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