Unformatted text preview: independent on
(d) Show that W (y1 (x), y2 (x)) = 0 for all x IR. (b) Find the equilibrium solutions of the system, if any.
(c) Find the general solution of the system.2012
Assignment #6 - Fall Page 2 * You may use Maple to help you with the following two problems. If you
4 .do, include a printout of your worksheet(s) with your assignment.
8. Consider the system y = Ay, where
004 . (a) Show that A has one eigenvalue, , of multiplicity three with one
linearly independent eigenvector, v1 . Hence ﬁnd one solution of the
(b) Find two more independent solutions as described in class. Verify
that the three solutions are linearly independent. Hence give the
general solution of the system....
View Full Document
This document was uploaded on 02/09/2014.
- Winter '14