6. Given: 2OMP RPM, MP bisects OMR. M- PM bisects 2OPR. Prove: LOMR ZOPR Reasons Statements 1) ZOMP = ZRPM 2) Sven 2) MP bisects 2OMR 3) 20MP ZRMP 3) 4) PM bisects ZOPR 4) given 5) ZOPM ZRPM 5) 6) 0MP+ ZRMP = LOMR 6) 7) OPM +ZRPM = LOPR 7) 8) OMR OPR 8

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.7: Applied Problems
Problem 58E
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Question
Reason.
Conclusion: l a 23
6. Given ZOMP RPM;
MP bisects OMR.
PM bisects L OPR.
Prove: LOMR LOPR
Reasons
Statements
1) ZOMP = ZRPM
2) Sven
2) MP bisects 2OMR
3) 2OMP ZRMP
3)
4) Ji ven
4) PM bisects ZOPR
5) ZOPM ZRPM
5)
6)00MP+ ZRMP = OMR
6)
7) 2OPM + ZRPM = OPR
7)
8) OMR OPR
8)
Transcribed Image Text:Reason. Conclusion: l a 23 6. Given ZOMP RPM; MP bisects OMR. PM bisects L OPR. Prove: LOMR LOPR Reasons Statements 1) ZOMP = ZRPM 2) Sven 2) MP bisects 2OMR 3) 2OMP ZRMP 3) 4) Ji ven 4) PM bisects ZOPR 5) ZOPM ZRPM 5) 6)00MP+ ZRMP = OMR 6) 7) 2OPM + ZRPM = OPR 7) 8) OMR OPR 8)
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