y"-y=(1+e^-x)^-2, (D^2-1)y=(1+e^-x)^-2 Part-1 #Variationofparameters L1k,20

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y"-y=(1+e^-x)^-2, (D^2-1)y=(1+e^-x)^-2 Part-2 #Variationofparameters L1k,20 y"-y=(1+e^-x)^-2, (D^2-1)y=(1+e^-x)^-2 Part-2 #Variationofparameters L1k,20
y"-y=(1+e^-x)^-2, (D^2-1)y=(1+e^-x)^-2 Part-3 #Variationofparameters L1k,20 y"-y=(1+e^-x)^-2, (D^2-1)y=(1+e^-x)^-2 Part-3 #Variationofparameters L1k,20
y"+y=CosecxCotx, (D^2+1)y=Cosecxcotx #Variationofparameters part-1 L1k,06 y"+y=CosecxCotx, (D^2+1)y=Cosecxcotx #Variationofparameters part-1 L1k,06
y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-2 #Variationofparameters L1k,11 y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-2 #Variationofparameters L1k,11
y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-1 #Variationofparameters L1k,11 y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-1 #Variationofparameters L1k,11
y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-3 #Variationofparameters L1k,11 y"-y=2/(1+e^x), (D^2-1)y=2/(1+e^x) part-3 #Variationofparameters L1k,11
Method of Variation of Parametersfor solving linear differential equation of second order Method of Variation of Parametersfor solving linear differential equation of second order
y"-2y y"-2y'+2y=e^xTanx, (D^2-2D+2)y=e^xTanx Part1 #Variationofparameters L1k,29