Eigen Vectors Numerical #eigenvalue #eigenvectors #eigenvaluesandeigenvectors #determinant #matrix

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We can use matrices to do transformations in space, In that case the eigenvector is "the vector that doesn't change direction" !

There are many applications in physics, computer graphics, etc.

Sometimes in English we use the word "characteristic", so an eigenvector can be called a "characteristic vector".

Here several numerical problems are dealt to find the eigen vector corresponding to a given eigen value of a given matrix.

Hope, it would be very helpful to viewers.

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