Question

In: Math

Solve the given nonhomogeneous O,D,E by variation of paraeters or undetermined coefficient. (x^2*D^2+xD-4I)y=1/x^2 *4I is not...

Solve the given nonhomogeneous O,D,E by variation of paraeters or undetermined coefficient.

(x^2*D^2+xD-4I)y=1/x^2

*4I is not 41. I is the alphabet.                      

Solutions

Expert Solution


Related Solutions

Solve the given nonhomogeneous O.D.E by variation of parameters or undetermined coefficient. (x^2*D^2 + xD -...
Solve the given nonhomogeneous O.D.E by variation of parameters or undetermined coefficient. (x^2*D^2 + xD - 4I) * y = 1/x^2
Solve the initial value problem. (x^2 * D^2 +xD - 4i) * y = x^3, y(1)...
Solve the initial value problem. (x^2 * D^2 +xD - 4i) * y = x^3, y(1) = -4/5, y'(1) = 93/5
Solve : y''+2y'+y=e^-x + sinx by Undetermined Coefficients method and Variation of Parameters
Solve : y''+2y'+y=e^-x + sinx by Undetermined Coefficients method and Variation of Parameters
Solve the given nonhomogeneous ODE by variation of parameters or undetermined coefficients. Give a general solution...
Solve the given nonhomogeneous ODE by variation of parameters or undetermined coefficients. Give a general solution and show all details of your work. a) y''-4y'+4y=x^2e^x b) (D^2-2D+I)y=x^2+x^(-2)e^x
solve the following differential question with method of undetermined coefficient and the method of variation of...
solve the following differential question with method of undetermined coefficient and the method of variation of parameters y''+4y=sin(x)-cos(2x)
solve y' +(x+2/x)y =(e^x)/x^2 ; y(1)=0
solve y' +(x+2/x)y =(e^x)/x^2 ; y(1)=0
Solve differential equation by using undetermined coefficient method y^''+9y=x^2e^x+6 , y(0)=1 and y^'(0)=1
Solve differential equation by using undetermined coefficient method y^''+9y=x^2e^x+6 , y(0)=1 and y^'(0)=1
Solve the following differential equation by the method of undetermined coefficients: y′′ −2y′ +y=(2x)e^x +e^x(sin2x)
Solve the following differential equation by the method of undetermined coefficients: y′′ −2y′ +y=(2x)e^x +e^x(sin2x)
1. solve the IVP: xy''-y/x=lnx, on (0, inifnity), y(1)=-1, y'(1)=-2 2.solve the IVP: y''-y=(e^x)/sqrtx, y(1)=e, y'(1)=0...
1. solve the IVP: xy''-y/x=lnx, on (0, inifnity), y(1)=-1, y'(1)=-2 2.solve the IVP: y''-y=(e^x)/sqrtx, y(1)=e, y'(1)=0 3. Given that y1(x)=x is a solution of xy''-xy'+y=0 on (0, inifinity, solve the IVP: xy''-xy'+y=2 on(0,infinity), y(3)=2, y'(3)=1 14. solve the IVP: X'=( 1 2 3) X, X(0)=(0 ##################0 1 4####### -3/8 ##################0 0 1 ########1/4
Undetermined Coefficients: a) y'' + y' - 2y = x^2 b) y'' + 4y = e^3x
  Undetermined Coefficients: a) y'' + y' - 2y = x^2 b) y'' + 4y = e^3x c) y'' + y' - 2y = sin x d) y" - 4y = xe^x + cos 2x e) Determine the correct form of a particular solution, do not solve y" + y = sin x
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT