- #1
hops1
- 24
- 1
Hi,
I'm somewhat new here, only posted a few times, and would like some help from you guys here if possible
I'm stuck with a problem on the topic mentioned.
x'=Ax
A is a 2*2 matrix
A =
[-5 1]
[-1 -3]
Now I managed to find the eigenvalues which is -4, repeated twice (multiplicity 2)
And the eigenvector as well which is
[1]
[1]
Now I'm really confused as to what to do next, I know the equation is e-4t
But I am having trouble deriving the homogenous and particular solutions to the problem.
Would appreciate any input
I'm somewhat new here, only posted a few times, and would like some help from you guys here if possible
I'm stuck with a problem on the topic mentioned.
x'=Ax
A is a 2*2 matrix
A =
[-5 1]
[-1 -3]
Now I managed to find the eigenvalues which is -4, repeated twice (multiplicity 2)
And the eigenvector as well which is
[1]
[1]
Now I'm really confused as to what to do next, I know the equation is e-4t
But I am having trouble deriving the homogenous and particular solutions to the problem.
Would appreciate any input
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