If the matrix of change of basis from the basis B to the basis B' is 302 A = 20 A. B. - 01 1 column of the matrix of change of basis from B' to B is: 2/10 3/10 -3/10 2 1 - 2 -2 then the second C. °C (°) 0

Elementary Linear Algebra (MindTap Course List)
8th Edition
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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
Problem 13CM
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If the matrix of change of basis from
the basis
B to the basis B' is
302
A = 20
A.
B.
-
-2
01 1
column of the matrix of change of
basis from B' to B is:
2/10
3/10
- 3/10
2
C. 0
18
1/10
then the second
D.
2/10
"B
0
- 2/10
Transcribed Image Text:If the matrix of change of basis from the basis B to the basis B' is 302 A = 20 A. B. - -2 01 1 column of the matrix of change of basis from B' to B is: 2/10 3/10 - 3/10 2 C. 0 18 1/10 then the second D. 2/10 "B 0 - 2/10
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