Eigenvalues and eigenvectors calculator for 2x2 matrix

 

 

 

An Eigenvector is also known as characteristic vector. In linear algebra the characteristic vector of a square matrix is a vector which does not change its direction under the associated linear transformation. Eigenvalues are also known as characteristic roots, characteristic values, proper values, or latent roots. It is a special set of scalars which is associated with a linear system of matrix equations. This calculator helps you to find the eigen value and eigen vector of a 2x2 matrices.

Regular Matrix A =
Identity Matrix I =
c =
Scalar Matrix (Z=c×I
|A| =
Trace of A =
 
Singular Matrix (A - c×I) =
|A - c×I| =
Eigen Value (c1) =
Eigen Value (c2) =
c1 in Eigen Vector x1 value =
c1 in Eigen Vector x2 value =
c2 in Eigen Vector x1 value =
c2 in Eigen Vector x2 value =

Eigenvalues and eigenvectors calculator for 2x2 matrix

An Eigenvector is also known as characteristic vector. In linear algebra the characteristic vector of a square matrix is a vector which does not change its dir

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2024-05-08

 

Eigenvalues and eigenvectors calculator for 2x2 matrix
Eigenvalues and eigenvectors calculator for 2x2 matrix