Find an eigenbasis (a basis of eigenvectors) and diagonalize. -1 -2 7 A = | -13 6 11 - 11 -2 17 XDX-1 , where X is the eigenbasis and D = 0 where the 1; are ordered increasingly. 0 12 0 0 13 Give your answer in the form A =

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Find an eigenbasis (a basis of eigenvectors) and diagonalize.
- 1
-2
7
A =
- 13
6 11
- 11 -2 17
Give your answer in the form A = XDX-', where X is the eigenbasis and D =
0 12
0 where the 2; are ordered increasingly.
0 13
Transcribed Image Text:Find an eigenbasis (a basis of eigenvectors) and diagonalize. - 1 -2 7 A = - 13 6 11 - 11 -2 17 Give your answer in the form A = XDX-', where X is the eigenbasis and D = 0 12 0 where the 2; are ordered increasingly. 0 13
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