Statements 1. LGLI; FH bisects LGFI 2. LGFH LIFH 3. 4. O Given: LGLI; FH bisects ZGFI Prove: AGFH = AIFH O Reasons 1. 2. Def. of 3. Reflexive Prop. 4. Statement: AGFH~ AIFH Reason: ASA Statement: AGHF ~ AIFH Reason: AAS Statement: AGHF~AIFH Reason: ASA Statement: AGFHAIFH Reason: AAS F 1 H

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 87E
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Question
Statements
1. LGLI; FH bisects LGFI
2. LGFH LIFH
3.
4.
O
Given: LGLI; FH bisects ZGFI
Prove: AGFH = AIFH
O
Reasons
1.
2. Def. of
3. Reflexive Prop.
4.
Statement: AGFH~ AIFH
Reason: ASA
Statement: AGHF~AIFH
Reason: AAS
Statement: AGHF~AIFH
Reason: ASA
Statement: AGFHAIFH
Reason: AAS
F
1
H
Transcribed Image Text:Statements 1. LGLI; FH bisects LGFI 2. LGFH LIFH 3. 4. O Given: LGLI; FH bisects ZGFI Prove: AGFH = AIFH O Reasons 1. 2. Def. of 3. Reflexive Prop. 4. Statement: AGFH~ AIFH Reason: ASA Statement: AGHF~AIFH Reason: AAS Statement: AGHF~AIFH Reason: ASA Statement: AGFHAIFH Reason: AAS F 1 H
Select the correct reason for step #4.
Given: JK KL, JM ≈ ML
Prove: ZKJL ZKLM
Statements
1. JK KL, JM ML
2. KM KM
3. AKMJ AKML
4. 2KJL
ZKLM
Given
CPCTC
SAS
SSS
Reasons
1. Given
2. Reflexive Property
3. SSS Triangle Congruence
4.
K
M
Transcribed Image Text:Select the correct reason for step #4. Given: JK KL, JM ≈ ML Prove: ZKJL ZKLM Statements 1. JK KL, JM ML 2. KM KM 3. AKMJ AKML 4. 2KJL ZKLM Given CPCTC SAS SSS Reasons 1. Given 2. Reflexive Property 3. SSS Triangle Congruence 4. K M
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