- #1
DrummingAtom
- 659
- 2
Homework Statement
[tex]\frac{gx^2+1}{x^3(x-1)^2}[/tex]
I'm trying to keep g as a coefficient, it's turning into a mess though.
The Attempt at a Solution
After I broke it down it gives:
[tex]Ax^2(x-1)^2 + Bx(x-1)^2 + C(x-1)^2 + Dx^3(x-1) + Ex^3 = gx^2 + 1[/tex]
After using x =1, everything goes away and I'm left with E = g + 1.
Then I used x = 0, which gave C = 1.
After that, I'm stuck. At this point I wish I knew more about linear algebra. Is there anyway to do this without going nuts with matrices? Thanks for any help.