Find (A, B), ||A||, ||B||, and d(A, B) for the matrices in M2,2 using the inner product (A, B) = 2a1b11 + a2¡b21 + a12b12 + 2a2zb22 3 -2 B = A = -5 (a) (A, B) (b) ||A|| (c) ||B|| (d) d(A, B)
Find (A, B), ||A||, ||B||, and d(A, B) for the matrices in M2,2 using the inner product (A, B) = 2a1b11 + a2¡b21 + a12b12 + 2a2zb22 3 -2 B = A = -5 (a) (A, B) (b) ||A|| (c) ||B|| (d) d(A, B)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Find (A, B), ||A||, ||B||, and d(A, B) for the matrices in M2,2 using the Inner product (A, B) = 2a11b11 + a2¡b21 + a12b12 + 2a22b22
A =
B =
-5
(a) (A, B)
(b)
||||
(c)
||B||
(d)
d(A, B)
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