Given that the matrix of the linear transformation T: R3 R3with respect to the standard basis is 4. 2 9. -4 -7 which of the following is an eigenvector of this transformation? O (3,-5,-4) O (1.-2.-2) O (3,-5,4) O (1.2,2) O (3,5,-4)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Given that the matrix of the linear transformation T: R3 →R3with respect to the standard basis is
1
4.
-4
-4
-7
which of the following is an eigenvector of this transformation?
O (3.-5, 4)
O (1.-2,-2)
O (3,-5,4)
O (1.2,2)
O (3,5,-4)
Transcribed Image Text:Given that the matrix of the linear transformation T: R3 →R3with respect to the standard basis is 1 4. -4 -4 -7 which of the following is an eigenvector of this transformation? O (3.-5, 4) O (1.-2,-2) O (3,-5,4) O (1.2,2) O (3,5,-4)
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