Question: Let h the be the differential operator defined by L=(D+3) [(D +3)+4] Then, find a particular solution y_p, for the Ordinary Differential Equation L(y)= x*e^(-6x)+cos(2x)+x^2

Let h the be the differential operator defined by L=(D+3) [(D +3)+4] Then, find a particular solution y_p, for the Ordinary Differential Equation L(y)= x*e^(-6x)+cos(2x)+x^2 e^(-3x)sin(2x) is: Where all the d's are constants

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