Supply the missing reasons from the proof shown below. Choose the correct letter.Kindly answer nos. 4 & 5 (Reasons) Given: AB = AC, ZBAD = ZCADProve: AD bisects BCStatementsReasons1. AB = AC1. Given2. ZBAD = CAD2. Given3. AD = AD3. Reflexive Property4. ABAD =ACAD4.BDC5. BD = CD5.6. AD bisects BC6. Def. of segment bisectorА. ASA; CPСТСC. SSS; Reflexive PropertyB. SAS; Reflexive PropertyD. SAS; CPCTC

We can answer question no 4 and 5 as below.

Given: AB = AC, ZBAD = ZCAD Prove: AD bisects BC A Statements Reasons 1. AB = AC 1. Given 2. ZBAD = ZCAD 2. Given 3. AD = AD 3. Reflexive Property 4. ABAD = ACAD 4. B D C 5. BD = CD 5. 6. AD bisects BC 6. Def. of segment bisector - ASA; СРСТС C. SSS; Reflexive Property - SAS; Reflexive Property D. SAS; CPCTC

Given: AB = AC, ZBAD = ZCAD Prove: AD bisects BC A Statements Reasons 1. AB = AC 1. Given 2. ZBAD = ZCAD 2. Given 3. AD = AD 3. Reflexive Property 4. ABAD = ACAD 4. B D C 5. BD = CD 5. 6. AD bisects BC 6. Def. of segment bisector - ASA; СРСТС C. SSS; Reflexive Property - SAS; Reflexive Property D. SAS; CPCTC

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter2: Parallel Lines

Section2.1: The Parallel Postulate And Special Angles

Problem 28E

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