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Given: Cis the midpoint of AD. 4x 2x + 12 Prove: x= 6 A Statements Reasons 1) Cis the midpoint of AD. 2) AC = CD 1) а. ? 2) Ь. ? 3) = segments have equal length. 4) с. ? 5) Subtraction Property of Equality 3) AC= CD 4) 4x= 2x+ 12 5) d. ? 6) x= 6 6) е. ?

Given: Cis the midpoint of AD. 4x 2x + 12 Prove: x= 6 A Statements Reasons 1) Cis the midpoint of AD. 2) AC = CD 1) а. ? 2) Ь. ? 3) = segments have equal length. 4) с. ? 5) Subtraction Property of Equality 3) AC= CD 4) 4x= 2x+ 12 5) d. ? 6) x= 6 6) е. ?

Elementary Geometry For College Students, 7e
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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What is the reason for statement 1 ( Part A)?

Given: C is the midpoint of AD. 2x + 12 4x Prove: x= 6 A Statements Reasons 1) Cis the midpoint of AD. 2) AC = CD 1) а. ? 2) b. ? 3) AC= CD 3) = segments have equal length. 4) 4x= 2x+ 12 4) с. ? 5) Subtraction Property of Equality 5) d. ? 6) x= 6 6) е. ?
Transcribed Image Text:Given: C is the midpoint of AD. 2x + 12 4x Prove: x= 6 A Statements Reasons 1) Cis the midpoint of AD. 2) AC = CD 1) а. ? 2) b. ? 3) AC= CD 3) = segments have equal length. 4) 4x= 2x+ 12 4) с. ? 5) Subtraction Property of Equality 5) d. ? 6) x= 6 6) е. ?
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