4) Eigen valves and eigenvectors Let's say A = 5 3 %3D A-AI = ]- 5. %3D 3. 5-2 L 30 ニ Quadratic formula 29 16サー So| ス= 6.40 スニー1.40 Eigenvalves for A 2x1

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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Hi, I have been trying to find eigenvectors for a matrix but don't know how to solve the rest of it. I know I need to do row operations to find the values but it is too complicated. I would be grateful if you could help me with this one. 

Thank you 

To find the corres ponding eigenvectors.
A values
we substitte
our
-1.40 3
S-6.40
3.
3.
-6.40
7=6.40
3.
-6.40
Lets call this
mateix D
We need to solve for Di= O
-1.40
3.
-6.40
-1.40
3
-6.40
18]
Transcribed Image Text:To find the corres ponding eigenvectors. A values we substitte our -1.40 3 S-6.40 3. 3. -6.40 7=6.40 3. -6.40 Lets call this mateix D We need to solve for Di= O -1.40 3. -6.40 -1.40 3 -6.40 18]
4) Eigen valves and eigenvectors
Let's
A =
5 3
%3D
Say
130
A-AI =5
11
3.
L3
Lo a
5-2
L 30
%3D
3
Quadratie formula
29
2x1
So 2= 6,40
スニー1.40
Eigen valves for A
4.
Transcribed Image Text:4) Eigen valves and eigenvectors Let's A = 5 3 %3D Say 130 A-AI =5 11 3. L3 Lo a 5-2 L 30 %3D 3 Quadratie formula 29 2x1 So 2= 6,40 スニー1.40 Eigen valves for A 4.
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