Anyone know how to solve these equations without using eigenvalues/eigenvectors?
Can these be solved using standard integration techniques?
dx/dt = 4x+2y
dy/dt = -x +y where x and y are functions of t.
Follow Math Help Forum on Facebook and Google+
Many thanks... Seems obvious now!
You will need to do something similar to get a DE for y as well.
Still working on this...
I am now trying to understand why the eigenvalues of the matrix of coeff on the RHS are the powers for the solution to the auxilliary equation?
Can anyone help?
View Tag Cloud