Diff Eq help!:
2x^(2)y" + 3xy' + (2x-1)y = 0
using the power series E(n=0 to infinity) [c(sub-n)*X^(n)]
Can anyone help me solve this? I get stuck because my c0 and c1 both end up being 0 when I solve

Question

anonymous · Answer

This is the equation:
$$2x ^{2}y" + 3xy' + (2x-1)y = 0$$
$$\sum_{N=0}^{\infty}C_{n}X ^{N}$$

turingtest · Answer

soryy, been way too long and I'm way too tired for this one
next time, after I've reviewed ;)

anonymous · Answer

Ha that's alright, thanks for looking at it!

anonymous · Answer

And for the Summation, that should be $$y=\sum_{?}^{?}$$

dumbcow · Answer

this may help you sorry not great with power series http://tutorial.math.lamar.edu/Classes/DE/SeriesSolutions.aspx

anonymous · Answer

Thanks, I appreciate it! and not a problem, I don't really know if anyone is good with power series.

anonymous · Answer

http://www.wolframalpha.com/input/?i=solve+2x%5E(2)y%22+%2B+3xy'+%2B+(2x-1)y+%3D+0&t=sftb01