Find the general solution of the given equation on (0,infty ).
x^(2)y^('')-4xy^(')-6y=48x^(3)
Answer Format Note: Your answer should be of the form y=y_(p)+c_(1)y_(1)+c_(2)y_(2)+cdots, where {y_(1),y_(2),dots} is a fundamental set of solutions to the complementary equation. That is, the coefficient of y_(i) (for i=1,2,dots ) should only consist of the arbitrary constant c_(i).
y=
Question5
Find the general solution of the given equation on (0, co). x2y"-4xy-6y=48x3 fundamental set of solutions to the complementary equation. That is, the coefficient of yi (for i = 1, 2, ...) should only consist of the arbitrary constant ci.
y.
