omplete his praol of Theoren 1. B Cive ZA and ZB with AĎ || BẺ; AČ || BĚ. F D Prove: ZA is supplementary to ZB. G

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter3: Matrices
Section3.2: Matrix Algebra
Problem 21EQ: Prove the half of Theorem 3.3 (e) that was not proved in the text.
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Complete this proof of Theoren 18.
B
ive ZA and ZB with AD || BẺ; AČ || BĚ.
D.
Prove: ZA is supplementary to ZB.
A
22
Transcribed Image Text:Complete this proof of Theoren 18. B ive ZA and ZB with AD || BẺ; AČ || BĚ. D. Prove: ZA is supplementary to ZB. A 22
2. Fru
Statements
Reasons
1.A
Given
1.
2. A straight line is the shortest line connecting
two points in a plane. (P. 2)
2.
3. ZA= L1.
3.
4.
4.
5. .
5.
ihe blamis.
Transcribed Image Text:2. Fru Statements Reasons 1.A Given 1. 2. A straight line is the shortest line connecting two points in a plane. (P. 2) 2. 3. ZA= L1. 3. 4. 4. 5. . 5. ihe blamis.
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