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Complete the proof. Given: {LAB, { bisects AB at C, P is on { Prove: PA = PB Statements Reasons 1. LAB, P is on { 1. 2. ZACP and ZBCP are right angles 2. 3. ZACP ZBCP 3. 4. { bisects AB 4. 5. ACBC 5. 6. PC PC 6. 7. AACP ABCP 7. 8. PAPB 8. 9. PA = PB 9. Α B

Complete the proof. Given: {LAB, { bisects AB at C, P is on { Prove: PA = PB Statements Reasons 1. LAB, P is on { 1. 2. ZACP and ZBCP are right angles 2. 3. ZACP ZBCP 3. 4. { bisects AB 4. 5. ACBC 5. 6. PC PC 6. 7. AACP ABCP 7. 8. PAPB 8. 9. PA = PB 9. Α B

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 27E
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Complete the proof. Given: {LAB, { bisects AB at C, P is on { Prove: PA = PB Statements Reasons 1. LAB, P is on { 1. 2. ZACP and ZBCP are right angles 2. 3. ZACP ZBCP 3. 4. { bisects AB 4. 5. ACBC 5. 6. PC PC 6. 7. AACP ABCP 7. 8. PAPB 8. 9. PA = PB 9. Α B
Transcribed Image Text:Complete the proof. Given: {LAB, { bisects AB at C, P is on { Prove: PA = PB Statements Reasons 1. LAB, P is on { 1. 2. ZACP and ZBCP are right angles 2. 3. ZACP ZBCP 3. 4. { bisects AB 4. 5. ACBC 5. 6. PC PC 6. 7. AACP ABCP 7. 8. PAPB 8. 9. PA = PB 9. Α B
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