Hey, I've got the following 3x3 matrix:
Row 1: [5, 0.6, 0]
Row 2: [0.6, 4, 0]
Row 3: [0, 0, 1]
I've found the eigenvalues to be: L1 = 1, L2 = 5.28, L3 = 3.72
I know these eigenvalues are correct from checking them on wolfram alpha.
How do you find the eigenvectors?
From wolfram, I know that the the eigenvector for L1=1 is V1 = [0 0 1], but I have no idea how they got it.
Anyone a fan of linear algebra?
Row 1: [5, 0.6, 0]
Row 2: [0.6, 4, 0]
Row 3: [0, 0, 1]
I've found the eigenvalues to be: L1 = 1, L2 = 5.28, L3 = 3.72
I know these eigenvalues are correct from checking them on wolfram alpha.
How do you find the eigenvectors?
From wolfram, I know that the the eigenvector for L1=1 is V1 = [0 0 1], but I have no idea how they got it.
Anyone a fan of linear algebra?