2.1 You are given dynamical systems represented by the equation X =AX.Take -8 13 -5 8. (b) A= (1/2¹) (a) A = For each matrix A determine the Jordan form J

and a matrix M that satisfies J= M*AM. Use Mathematica to find eigenvalues and eigenvectors and check your results for J and M. Write both dynamical systems in canonical form.