Here is a completed two-column proof to show that TU is congruent to WX. Analyze it and use it to write a PROOF PARAGRAPH. (like if it was an OER) Given: ATUV, AWXV, TV = WV, TW bisects UX Prove: TU = WX Statements: •. TV = WV • UV = VX • TIVU = ZWVX Reasons: Given Definition of bisector Vertical angles are congruent ATUV = AWXV SAS :TU = WX СРСТС

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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Here is a completed two-column proof to show that TU is
congruent to WX. Analyze it and use it to write a PROOF
PARAGRAPH. (like if it was an OER)
Given: ATUV, AWXV, TV = WV,
TW bisects UX
Prove: TU = WX
Statements:
•• TV = WV
• UV = VX
• ZTVU = ZWVX
• ATUV = AWXV
• :TU = WX
Reasons:
Given
Definition of bisector
Vertical angles are congruent
SAS
СРСТС
Transcribed Image Text:Here is a completed two-column proof to show that TU is congruent to WX. Analyze it and use it to write a PROOF PARAGRAPH. (like if it was an OER) Given: ATUV, AWXV, TV = WV, TW bisects UX Prove: TU = WX Statements: •• TV = WV • UV = VX • ZTVU = ZWVX • ATUV = AWXV • :TU = WX Reasons: Given Definition of bisector Vertical angles are congruent SAS СРСТС
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