If A and B are arbitrary constants, find a a general solution for the following ODE: x²y" + 4xy' + 5y = 0. A) A/x + B/x² B) Ax + Bx² C) A/x + B/x D) Ax + Bx³ E) Ax² + Bx³ F) A/x² + B/x² G) A/x² + Bx H) Ax² + B/x 1) Ax² + Bx J) A/x² + Bx²