Determine a lower bound for the radius of convergence of a series
solution centered about the point x0.
(x^2 −6x + 13)y′′ − y′ −12x^4y = 0 x0 = 5

I believe I need to divide through by the polynomial, but I'm not exactly sure what to do after that.
Thanks!

Question

Determine a lower bound for the radius of convergence of a series
solution centered about the point x0.
(x^2 −6x + 13)y′′ − y′ −12x^4y = 0 x0 = 5

I believe I need to divide through by the polynomial, but I'm not exactly sure what to do after that.
Thanks!

anonymous · Answer

Hello, in openstudy we have two different groups for questions, your questions is a college question, college questions are for the qualified helper questions mostly, so please take this question into the qualified helper group!

anonymous · Answer

Any questions?