Question: Find the general solution to the equation using the method of variation of parameters. The homogeneous equations in problem 5 is a Euler Equation, and

Find the general solution to the equation using the method of variation of parameters. The homogeneous equations in problem 5 is a Euler Equation, and the solution to the homogeneous equation, y0 is provided.

Find the general solution to the equation using the method of variation

chy" - 3xy' + 4y = x2 In(x) if yo = Cla" + Cox'In(x x> 0

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