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The second column of the matrix of change basis from the basis B={u= (1, 1, 1); v = (1,0,1); w= (0,1,1) } the basis to B'= {r=(3,4,1); s= (3,0,1); t= (1,2,0) } is: A. (8) OF A B. :) Da(:) O C.

The second column of the matrix of change basis from the basis B={u= (1, 1, 1); v = (1,0,1); w= (0,1,1) } the basis to B'= {r=(3,4,1); s= (3,0,1); t= (1,2,0) } is: A. (8) OF A B. :) Da(:) O C.

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
Problem 13CM
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The second column of the matrix of change 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); t = (1,2,0) } is: A. 8 A B. 1 O C. 04:1 D. 100(:)
Transcribed Image Text:The second column of the matrix of change 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); t = (1,2,0) } is: A. 8 A B. 1 O C. 04:1 D. 100(:)
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