are arbitrary vectors in R2x2, then the mapping (A,B) = ||4||= B= aA,B= defines an inner product in R2x2 Use this inner product to determine (A, B). ||A||. ||B||, and the angle a A,B between A and B for T A= (radians). [a11 12 021 022 and B= [611 612] (4,3)= =a₁b₁+12b12+anbu+anby ^-[1] -- [²] A= and =

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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are arbitrary vectors in R2x2, then the mapping
A=
(A,B) =
1|4||=
B=
aA,B= (radians).
defines an inner product in R2x2 Use this inner product to determine (A, B). ||A||. ||B||, and the angle a A,B between A and B for
[911 912
921
022
and B=
[611 612]
(4,3)= = a₁b₁+a12b12+anbu+anby
^-[1] -=[²]
A=
and B=
Transcribed Image Text:are arbitrary vectors in R2x2, then the mapping A= (A,B) = 1|4||= B= aA,B= (radians). defines an inner product in R2x2 Use this inner product to determine (A, B). ||A||. ||B||, and the angle a A,B between A and B for [911 912 921 022 and B= [611 612] (4,3)= = a₁b₁+a12b12+anbu+anby ^-[1] -=[²] A= and B=
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