Exercise 12.3.1. Consider the matrix, 1 G 0 Verify the the following are eigenvectors and find their corresponding eigenvalues: A = x1 = 1 7 1 2 −1 x2 = 0 -1 : R³ R³ 1 0 7 x3 = -2 1

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Chapter2: Second-order Linear Odes
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Exercise 12.3.1. Consider the matrix,
A =
1
G
1
2
0 −1
0
-1 : R³ R³
1
Verify the the following are eigenvectors and find their corresponding eigenvalues:
--0--- () -- ()
1
-2
=
=
7
1
=
Transcribed Image Text:Exercise 12.3.1. Consider the matrix, A = 1 G 1 2 0 −1 0 -1 : R³ R³ 1 Verify the the following are eigenvectors and find their corresponding eigenvalues: --0--- () -- () 1 -2 = = 7 1 =
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