The second column of the matrix of change of basis from the basis B=(u=(1,1,1); v= (1,0,1); w=(0.1.1)] to the basis B'=(r= (3.4.1); s=(3,0,1);r=(1,2,0)) is: 8 **8 0 "B Co Ō E 2 2 8

Elementary Linear Algebra (MindTap Course List)
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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
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The second column of the matrix of change of basis from the basis B=(n=(1,1,1); v= (1,0,1); w=(0,1,1)] to the basis
B'=(r= (3,4,1); s=(3,0,1); t= (1,2,0)) is:
O
O
A.
B.
8
A
0
2
**19
"B
Transcribed Image Text:The second column of the matrix of change of basis from the basis B=(n=(1,1,1); v= (1,0,1); w=(0,1,1)] to the basis B'=(r= (3,4,1); s=(3,0,1); t= (1,2,0)) is: O O A. B. 8 A 0 2 **19 "B
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