Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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Let A = {a₁,a2,a3} and B = {b₁,b2,b3} be bases for a vector space V, and suppose
a₁ = 4b₁ b₂, a₂ = − b₁ + 3b₂ + b3, a3 = b₂ − 2b3.
a. Find the change-of-coordinates matrix from A to B.
b. Find [x] for x = 3a₁ +4a₂ + a3.
a. P =
B+A
b. [x]B
(Simplify your answer.)
=
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Transcribed Image Text:Let A = {a₁,a2,a3} and B = {b₁,b2,b3} be bases for a vector space V, and suppose a₁ = 4b₁ b₂, a₂ = − b₁ + 3b₂ + b3, a3 = b₂ − 2b3. a. Find the change-of-coordinates matrix from A to B. b. Find [x] for x = 3a₁ +4a₂ + a3. a. P = B+A b. [x]B (Simplify your answer.) =
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