(x^2D^2+2xD-20)y=(1+x)^2
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Solve (D2 – 2D + 1)y = ex by method of undetermined coefficientRead more on Sarthaks.com - https://www.sarthaks.com/388356/solve-d-2-2d-1-y-e-x-by-method-of-undetermined-coefficients
Here yC.F. = c1ex + c2xex Since the right hand member of the complete equation is X(x) = ex, therefore the first possible assumption for particular integral would be yP.I. = Aex, but this solution has already occurred in yC.F. We, therefore, yP.I.(x) = Axex. Still this solution also has appeared in yC.F.
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