how can we find eigen values and eigen vector of a matrix having variable like x or y ?
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how can we find eigen values and eigen vector of a matrix having variable like x or y ?
we have matix
a = [ 2, 1+z^-1 ;  z+1 2];
i want to find eigen values of a.
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Answers (2)
  Raj
      
 on 12 Dec 2019
        You need to have 'Symbolic Math toolbox' to do this. Then you can calculate the Eigen values & Eigen vectors in terms of the variables something like this:
syms z; 
a = [ 2, 1+z^-1 ;  z+1 2];
[V,D]=eig(A);
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  Hiro Yoshino
    
 on 12 Dec 2019
        a is supposed to be  in its size otherwise you can calculate neither eigen values nor eigen vectors to begin with.
 in its size otherwise you can calculate neither eigen values nor eigen vectors to begin with.
 in its size otherwise you can calculate neither eigen values nor eigen vectors to begin with.
 in its size otherwise you can calculate neither eigen values nor eigen vectors to begin with.1 Comment
  Raj
      
 on 12 Dec 2019
				Correct but the 'a' matrix given in question is a 2x2 matrix. So the matrix is square and I don't see any problem here.
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