Cote Co the mdt of Z Prove: 4 ACB=AXCZ 6. Solve the following proof: DRAG & DROP THE ANSWER STATEMENTS REAS C is the midpoint of AX 1. 1. Given ASA Reflerive POC 2. AC XC 2. V.A.C.T. 3. Cis the midpoint of BZ 3. 4. 4. Definition of a m Given SSS 5. LACB LXCZ 5.

Elementary Geometry for College Students
6th Edition
ISBN:9781285195698
Author:Daniel C. Alexander, Geralyn M. Koeberlein
Publisher:Daniel C. Alexander, Geralyn M. Koeberlein
Chapter10: Analytic Geometry
Section10.4: Analytic Proofs
Problem 30E: Complete an analytic proof of the following theorem: In a triangle that has sides of lengths a,b,...
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Che
Cote mdott 주
Prove : 4 ACB=AXCZ
Solve the following proof:
DRAG & DROP THE ANSWER
STATEMENTS
REAS
C is the midpoint of AX
1.
1. Given
ASA
Reflerive POC
2. AC XC
2.
V.A.C.T.
3. Cis the midpoint of BZ
3.
Given
4.
4. Definition of a mi
SSS
5. LACB LXCZ
5,
Transcribed Image Text:Che Cote mdott 주 Prove : 4 ACB=AXCZ Solve the following proof: DRAG & DROP THE ANSWER STATEMENTS REAS C is the midpoint of AX 1. 1. Given ASA Reflerive POC 2. AC XC 2. V.A.C.T. 3. Cis the midpoint of BZ 3. Given 4. 4. Definition of a mi SSS 5. LACB LXCZ 5,
C is the midpoint of AX
1.
1. Given
ASA
Reflerive POC
2. AC XC
2.
V.A.C.T.
3. Cis the midpoint of BZ
3.
4.
4. Definition of a midp-
Given
5. LACB E LXCZ
5.
SSS
5.
5.
SAS
AACB = AXCZ
BC = ZC
Definition of a midpoint
Definition of an Angle Bisector
ASS
Symmetric POC
Transcribed Image Text:C is the midpoint of AX 1. 1. Given ASA Reflerive POC 2. AC XC 2. V.A.C.T. 3. Cis the midpoint of BZ 3. 4. 4. Definition of a midp- Given 5. LACB E LXCZ 5. SSS 5. 5. SAS AACB = AXCZ BC = ZC Definition of a midpoint Definition of an Angle Bisector ASS Symmetric POC
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