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x + y x +y 3. Т y B1 = {e1, e2} %3D {[:}(=} - B2 = 1 3 V = -2

x + y x +y 3. Т y B1 = {e1, e2} %3D {[:}(=} - B2 = 1 3 V = -2

Advanced Engineering Mathematics
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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A linear operator T and bases B1 and B2 are given.

a. Find [T]B1 and [T] B2

b. Verify that the action on v of the linear operator T is the same when using the matrix representation of T relative of the bases B1 and B2

(1:1) 3. T x+ y %3D y x + y B1 = {e1, e2} -1 B2%3= 1 V = -2 3.
Transcribed Image Text:(1:1) 3. T x+ y %3D y x + y B1 = {e1, e2} -1 B2%3= 1 V = -2 3.
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