S Schoolagy Its Elem enta| -Ele [Desros TEST E&yside Fome Fege Complete the proof that AQUW ASVT. Statement Reason Glven OR E RS GIven RV RU Given vw TU ST QW Given 4 Additive Property of Length QU = QR + RU Additive Property of Length SV = RS + RV Substitution QU = RS + RV Transitive Property of Equality QU = SV Additive Property of Length UW = VW + UV Additive Property of Length 10 TV = TU + UV Substitution 11 UW = TU + UV Transitive Property of Equality 12 TV = UW 13 AQUW E ASVT AAS ASA CPCTC Definition of congruence SAS REL

Elementary Geometry For College Students, 7e
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ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
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ChapterP: Preliminary Concepts
SectionP.CT: Test
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S Schoolagy
Its Elem ente| - El:
A Desros TeST
Eayside Fome Pege
Complete the proof that AQUW ASVT.
R
W
Reason
Statement
Glven
1.
QR E RS
Given
RV RU
Glven
Vw TU
Glven
4
ST QW
Additive Property of Length
QU = QR + RU
Additive Property of Length
SV = RS + RV
Substitution
QU = RS + RV
Transitive Property of Equality
QU = SV
Additive Property of Length
UW = VW + UV
Additive Property of Length
10
TV = TU + UV
Substitution
11
UW = TU + UV
TV = UW
Transitive Property of Equality
12
13
AQUW E ASUT
AAS
ASA
CPCTC
Definition of congruence
SAS
CEL
Transcribed Image Text:S Schoolagy Its Elem ente| - El: A Desros TeST Eayside Fome Pege Complete the proof that AQUW ASVT. R W Reason Statement Glven 1. QR E RS Given RV RU Glven Vw TU Glven 4 ST QW Additive Property of Length QU = QR + RU Additive Property of Length SV = RS + RV Substitution QU = RS + RV Transitive Property of Equality QU = SV Additive Property of Length UW = VW + UV Additive Property of Length 10 TV = TU + UV Substitution 11 UW = TU + UV TV = UW Transitive Property of Equality 12 13 AQUW E ASUT AAS ASA CPCTC Definition of congruence SAS CEL
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