(i) Find eigenvalues and eigenvectors:
(ii) Classify the critical point (0,0) as to type and determine whether it is stable or unstable:
(iii) Sketch several trajectories in the phase plane.
--> =(-7 10) -->
x' (-5 8) x
Eigenvectors, Eigenvalues, Critical Points and Trajectories in the Phase Plane are investigated. The solution is detailed and well presented.