Complete the proof that AUWY AUXV. Y W Statement Reason UW = UX Given 2 ZVUW = LXUY Given 3 ZY E ZV Given 4 MZWUY = M2WUX + M2XUY Additive Property of Angle Measure MZVUX = MZVUW + MZWUX Additive Property of Angle Measure MZWUY = MZWUX + mZVUW Substitution MZVUX = M2WUY Transitive Property of Equality 8 AUWY AUXV AAS ASA СРСТС Definition of congruence SAS

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 1E
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Complete the proof that AUWY AUXV.
Y
Statement
Reason
UW = UX
Given
2
ZVUW E LXUY
Given
3
ZY ZV
Given
4
MZWUY = MZWUX + MZXUY
Additive Property of Angle Measure
MZVUX = M2VUW + M2WUX
Additive Property of Angle Measure
mZWUY = MZWUX + MZVUW
Substitution
MZVUX = MZWUY
Transitive Property of Equality
AUWY AUXV
AAS
ASA
СРСТС
Definition of congruence
SAS
SS
Transcribed Image Text:Complete the proof that AUWY AUXV. Y Statement Reason UW = UX Given 2 ZVUW E LXUY Given 3 ZY ZV Given 4 MZWUY = MZWUX + MZXUY Additive Property of Angle Measure MZVUX = M2VUW + M2WUX Additive Property of Angle Measure mZWUY = MZWUX + MZVUW Substitution MZVUX = MZWUY Transitive Property of Equality AUWY AUXV AAS ASA СРСТС Definition of congruence SAS SS
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