Linear Algebra and the C Language/a0cl

__NOTOC__ Projection of the plane onto a line: The matrix A projects the plane in the direction of the eigenvector V2 on a line determined by the eigenvector V1 if : * The eigenvector V1 has its eigenvalue equal to one and * The eigenvector V2 has its eigenvalue equal to zero and * If The vectors V1 and V2 are linearly independent In these examples, you have the matrix A that projects the plane in the direction of the eigenvector V2 on a line determined by the eigenvector V1. You must compute the eigenvalues and the eigenvectors to verify the properties of the matrix A. The application c00a.c c00b.c c00c.c