Frobenius method applied to $x^2y''+(x^2-x)y'+2y=0$

Question

Using Frobenius method for solving the ODE

$$x^2y''+(x^2-x)y'+2y=0$$

I am getting roots of inicial equation as $1 + i$ and $1 - i$ so I am not getting to solve when the roots are complex.

Any help is appreciated.