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Given the information below, match the step with the reason it can be stated. L M MO and LP bisect one another MN ON and LN = PN Given: MO and LP bisect one another Prove: ML | OP a. definition of segment bisector b. SAS

Given the information below, match the step with the reason it can be stated. L M MO and LP bisect one another MN ON and LN = PN Given: MO and LP bisect one another Prove: ML | OP a. definition of segment bisector b. SAS

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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Given the information below, match the step with the reason it can be stated. X MO and LP bisect one another MN ON and LN = PN Given: MO and LP bisect one another Prove: ML | OP definition of segment bisector b. SAS
Transcribed Image Text:Given the information below, match the step with the reason it can be stated. X MO and LP bisect one another MN ON and LN = PN Given: MO and LP bisect one another Prove: ML | OP definition of segment bisector b. SAS
MO and LP bisect one another MN ON and LN = PN ZONP = ZMNL AONP AMNL ZL=ZP ML || OP a. definition of segmfent bisector b. d. e. f. SAS given corresponding parts of congruent tri- angles are congruent vertical angles theorem converse of the alternate interior an- gles theorem
Transcribed Image Text:MO and LP bisect one another MN ON and LN = PN ZONP = ZMNL AONP AMNL ZL=ZP ML || OP a. definition of segmfent bisector b. d. e. f. SAS given corresponding parts of congruent tri- angles are congruent vertical angles theorem converse of the alternate interior an- gles theorem
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