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Given: G is the midpoint of KF and KH || FE. Prove: HG = EG Statements Reasons 1. KH || FE 2. ZF ZK 3. G is the midpoint of KF 4. FG KG 5. ZEGF ZHGK 6. ΔFEG ΔΚHG 7. HG EG 1. Given K 2. Alternate Interior Angles are congruent 3. Given 4. Definition of Midpoint 5. Vertical Angles are congruent 6. ? G. 7. СРСТС Select your answer <>

Given: G is the midpoint of KF and KH || FE. Prove: HG = EG Statements Reasons 1. KH || FE 2. ZF ZK 3. G is the midpoint of KF 4. FG KG 5. ZEGF ZHGK 6. ΔFEG ΔΚHG 7. HG EG 1. Given K 2. Alternate Interior Angles are congruent 3. Given 4. Definition of Midpoint 5. Vertical Angles are congruent 6. ? G. 7. СРСТС Select your answer <>

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.3: Trigonometric Functions Of Real Numbers
Problem 7E
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What is the missing reason in the proof?
Given: G is the midpoint of KF and KH || FE. Prove: HG = EG Statements Reasons 1. KH || FE 2. ZF ZK 3. Gis the midpoint of KF 4. FG KG 5. ZEGF ZHGK 6. ΔFEG2 ΔΚHG 7. HG = EG 1. Given 2. Alternate Interior Angles are congruent 3. Given 4. Definition of Midpoint 5. Vertical Angles are congruent 6. ? K H 7. СРСТС Select your answer PrtScn R
Transcribed Image Text:Given: G is the midpoint of KF and KH || FE. Prove: HG = EG Statements Reasons 1. KH || FE 2. ZF ZK 3. Gis the midpoint of KF 4. FG KG 5. ZEGF ZHGK 6. ΔFEG2 ΔΚHG 7. HG = EG 1. Given 2. Alternate Interior Angles are congruent 3. Given 4. Definition of Midpoint 5. Vertical Angles are congruent 6. ? K H 7. СРСТС Select your answer PrtScn R
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