In Problem, a nonhomogeneous second-order linear equation and a complementary function y...
In Problem, a nonhomogeneous second-order linear equation and a complementary function ye are given. Apply the method of Problem 57 to find a particular solution of the equation.
Reference of Problem 57:
You can verify by substitution that 
is a complementary function for the nonhomogeneous second-order equation
But before applying the method of variation of parame-ters, you must first divide this equation by its leading co-efficient x2 to rewrite it in the standard form
Thus 
in Eq. (22). Now proceed to solve the equations in (31) and thereby derive the particular solution 
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