- #1
captainjack2000
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Homework Statement
I have a matrix
H= [h g
g h]
and I need to find the eigenvalues and normalised eigenvectors
Homework Equations
The Attempt at a Solution
I subtracted lamda from the diagonal and then solved for the determinant equally zero. The eigenvalues I found were
(h-lambda)^2=g^2
so (h-lambda)=+/- g
lamdba=h+/-g
but I'm not sure how to find the normalised eigenvectors?