- #1
hbomb
- 58
- 0
I have a question that involves a system of equations that I can't figure out
Give the general solution of the set of equations below:
x'=2x
y'=-x+3y
z'=2x-4y+6z
Hint: While you can use eigenvalues and eigenvectors for this one, there is an easier way to do it.
That's where I'm stuck, I know how to do this using the eigenvalues and eigenvectors.
This is a lower triangular matrix, so the eigenvalues are 2, 3, 6. But what's the other way of doing this?
Give the general solution of the set of equations below:
x'=2x
y'=-x+3y
z'=2x-4y+6z
Hint: While you can use eigenvalues and eigenvectors for this one, there is an easier way to do it.
That's where I'm stuck, I know how to do this using the eigenvalues and eigenvectors.
This is a lower triangular matrix, so the eigenvalues are 2, 3, 6. But what's the other way of doing this?