LINEAR DIFFERENTIAL EQUATIONS WITH COEFFICIENTS HOMOGENEOUS VARIABLES AND NON-HOMOGENEOUS OF EULER CAUCHY Obtain the gen
Posted: Tue May 10, 2022 7:51 pm
LINEAR DIFFERENTIAL EQUATIONS WITH COEFFICIENTS HOMOGENEOUS VARIABLES AND NON-HOMOGENEOUS OF EULER CAUCHY Obtain the general solution that is valid on any interval that does not include the singular point, for homogeneous equations and not homogeneous. + Obtain the unique solution in problems with initial values. answers ry" – 3x y' + 4 y=lnx; y (x)=C1x²+C_x? In x+in 1 -In x+ 4 x y" +xy' +4y=sen (Inx); y(x)=C, cos(2 In x)+C, sen (2 lnx)+sen (2 In x) X- y ( ) y(1)= 0; y'(1)=2; y(x)=2x}-3x+x - 25