Is $x=0$ singular or regular point of the following differential equation
$p_2(x)y''+p_1(x)y'+p_0(x)y=0$
We know that $s_1=x$ and $s_2=x^2$ are two solutions of the equation
I am having trouble figuring out how I can use the solutions to find out if it is a singular or ordinary point. Any help would help alot :)