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en: Hồ a HE, HP is an angle bisector of 20HE H- ve: ΔΟΗΡ ΔΕΗΡ of: Statement Reason но в НЕ Hồ HE | 1. Given HP is an angle bisector 2. Given ZOHE 2OHP == ZEHP 3. HD

en: Hồ a HE, HP is an angle bisector of 20HE H- ve: ΔΟΗΡ ΔΕΗΡ of: Statement Reason но в НЕ Hồ HE | 1. Given HP is an angle bisector 2. Given ZOHE 2OHP == ZEHP 3. HD

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Supply the missing reasons to complete the proof. * Given: HO = HE, HP is an angle bisector of 20HE H- Prove: AOHP = AEHP Proof: Statement Reason 1. Hồ = HE 2. HP is an angle bisector 2. Given 1. Given of 2OHE 3. LOHP = ZEHP 3. 4. HP = HP 4. |5. ΔΟΗΡ ΔΕΗΡ 5. SAS Postulate Definition of Angle Bisector; CPCTC Definition of Angle Bisector, Reflexive Property O vertical Angle Theorem; CPCTC Vertical Angle Theorem; Reflexive Property
Transcribed Image Text:Supply the missing reasons to complete the proof. * Given: HO = HE, HP is an angle bisector of 20HE H- Prove: AOHP = AEHP Proof: Statement Reason 1. Hồ = HE 2. HP is an angle bisector 2. Given 1. Given of 2OHE 3. LOHP = ZEHP 3. 4. HP = HP 4. |5. ΔΟΗΡ ΔΕΗΡ 5. SAS Postulate Definition of Angle Bisector; CPCTC Definition of Angle Bisector, Reflexive Property O vertical Angle Theorem; CPCTC Vertical Angle Theorem; Reflexive Property
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