Verify that x0=0 is an ordinary point of the differential equation:
y''+ xy' + 2y = 0
Find two linearly independent solutions to the differential equation in the form of a power series about x0=0. If possible, find the general term in each solution. Write the general solution
Verify that x0=0 is an ordinary point for the differential equation:
Ordinary Point, General Solution, Power Series and Radius of Convergence are investigated. The solution is detailed and well presented.