On Eigenvalues

You can set matrix A to be 2*2 or 3*3, whose eignvalues and eigenvectors are determined

First the characteristic equation is found. Its roots are the eigenvalues.

For each eigenvalue λ, A-λ I is processed to fond the eigenvector.

By default these operations are animated, showing the stages in the method - and you can speed up/slow down or pause/resume the animation. However you can choose to manually step through the process.

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