
series solution!
$\displaystyle y''(x)+\frac{x^2+x}{x^2}y'(x)x^{2}y=0 $
pls folks, the problem above i have attempted and got the indicial equation as c=1 or 1 and the following series while holding c=1;
$\displaystyle \frac{2a}{(2+1)!}+\frac{2a}{(6+2)!}\frac{2a}{(24+3)!}.......... $
what would this be in closed form? pls correct me if i made any mistake. thanks!

Re: series solution!
Did you just compute the first coefficients, or you get a reccurrence relation? (we can get the latter multiplying first the equation by $\displaystyle x^2$)

Re: series solution!
just the first coefficient to obtain that relation. what to know if am on course?