3.8. Using the Gram- Schmidt method, turn the basis B=Cb of a two-dimensional subspace U CIR³ into an ONB ( ='((₁₁ (2) of U, where b₁: = √[1 1 1 b₂i= -1 2 O

Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Inner Product Spaces
Section5.3: Orthonormal Bases:gram-schmidt Process
Problem 71E
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3.8
G
C
6
C
€
3.8. Using the Gram- Schmidt methoo, turn the basis B=(b₁,b₂) :
of a two-dimensional subspace u CIR³ into an ONB
( ='((₁₁ (₂) of U, where
f
b₁: = [1
1
1
T
b₂i= -1
O
C
•
Transcribed Image Text:G C 6 C € 3.8. Using the Gram- Schmidt methoo, turn the basis B=(b₁,b₂) : of a two-dimensional subspace u CIR³ into an ONB ( ='((₁₁ (₂) of U, where f b₁: = [1 1 1 T b₂i= -1 O C •
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