Consider the differential equation (1 - 5x)y" + 25xy' – 25y = 0. (a) Use series centered at the ordinary point Xo = 0 to solve the equation. Use a Maclaurin series formula to rewrite the solution. y(x) = (b) Find the solution satisfying the initial conditions y(O) = 5, y'(O) = 4. y(x) =