2. Complete the proof using the Statements/Reasons Bank. Some statements/reasons may be used more than once & some may not be used at all. Given: LA E LE; AB = EB Prove: DB BC Statements Reasons 1. AB = EB 2. Given A 3. LB LB 4. 5. StatementsS/Reasons Bank СРСТС Vertical angles are congruent Reflexive Property of DB = BC AB = EB AC = ED Given C SSS Triangle Congruence SAS Triangle Congruence ASA Triangle Congruence AAS Triangle Congruence HL Triangle Congruence LA E LE ZB = LB ΔEDB ΔACB Transitive property of =
2. Complete the proof using the Statements/Reasons Bank. Some statements/reasons may be used more than once & some may not be used at all. Given: LA E LE; AB = EB Prove: DB BC Statements Reasons 1. AB = EB 2. Given A 3. LB LB 4. 5. StatementsS/Reasons Bank СРСТС Vertical angles are congruent Reflexive Property of DB = BC AB = EB AC = ED Given C SSS Triangle Congruence SAS Triangle Congruence ASA Triangle Congruence AAS Triangle Congruence HL Triangle Congruence LA E LE ZB = LB ΔEDB ΔACB Transitive property of =
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.2: The Law Of Cosines
Problem 3E
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