Question

In: Math

solve completely(complementary function and particular integral) pdes 1 (1+D^2-D')z = -8siny 2 (D-D'-D'^2)z =132xy^10+504x^2y^6 3 (D^2-4DD'...

solve completely(complementary function and particular integral) pdes

1 (1+D^2-D')z = -8siny

2 (D-D'-D'^2)z =132xy^10+504x^2y^6

3 (D^2-4DD' +4D'^2)z = x + y

4 (D^2-2DD'+ D'^2)z = e^2x-2y+x^2

Solutions

Expert Solution


Related Solutions

Consider the differential equation 2y^2+10y+12 = t+e^t Find the complementary function and particular integral. Hence write...
Consider the differential equation 2y^2+10y+12 = t+e^t Find the complementary function and particular integral. Hence write down the full general solution
Differential Equations 22. Solve each of the following systems of equations. (c) (D-2)x=0; -3x+(D+2)y=0; -2y+(D-3)z=0 I...
Differential Equations 22. Solve each of the following systems of equations. (c) (D-2)x=0; -3x+(D+2)y=0; -2y+(D-3)z=0 I got x=c1e2t, y= 3/4 C1e2t + C2e-2t by using diffieq method d/dx(ye2t) = 3C1e2t....., but the right answer is x=4c1e2t, y= 3C1e2t + 5C2e-2t , z= -6C1e2t -2C2e-2t+C3e3t I want to know where 4 came from, and please do not use matrix system.
2. Given the System of Equations: 3x+2y+z+20w= 6 x+2y+z+10w=0 x+y+z+6w=2 2x+2y+z+15w=3 a) Use your calculator to...
2. Given the System of Equations: 3x+2y+z+20w= 6 x+2y+z+10w=0 x+y+z+6w=2 2x+2y+z+15w=3 a) Use your calculator to solve, leaving solution in parametric form b) Find the specific solution when y = 6 c) Perform, BY HAND, a full check of this particular solution
solve using the multiplication principle first. Then add 1/3x+3/2y=5/6 1/4x+1/2y=3/8
solve using the multiplication principle first. Then add 1/3x+3/2y=5/6 1/4x+1/2y=3/8
Expand the function f(z) = (z − 1) / z^ 2 (z + 1)(z − 3)...
Expand the function f(z) = (z − 1) / z^ 2 (z + 1)(z − 3) as a Laurent series about the origin z = 0 in all annular regions whose boundaries are the circles containing the singularities of this function.
Solve by gaussian method x-y=-1 x-z=-6 6x-2y-3z=-18
Solve by gaussian method x-y=-1 x-z=-6 6x-2y-3z=-18
  Solve a.      x + y = 3, 2x – y = 1 b.      3x + 2y = 6,...
  Solve a.      x + y = 3, 2x – y = 1 b.      3x + 2y = 6, x = 3 c.      2x + y = 4, y = -2x + 1 d.      x – 3y = 6, 2x – y =1
3. Solve the following system of equations. 5x- y+ z= -4 2x+ 2y-3z= -6 x-3y+ 2z=...
3. Solve the following system of equations. 5x- y+ z= -4 2x+ 2y-3z= -6 x-3y+ 2z= 0 Select the correct choice below: A. There is one solution. The solution is (     ). B. There are infinitely many solutions. The solutions (   ,z) C. There is no solution. 4. The total number of​ restaurant-purchased meals that the average person will eat in a​ restaurant, in a​ car, or at home in a year is 150. The total number of these meals...
Solve for x -2 < (1/6)(10-x) < 2
Solve for x -2 < (1/6)(10-x) < 2
1A) Use surface integral to evaluate the flux of F(x,y,z) =<x^3,y^3,z^3> across the cylinder x^2+y^2=1, 0<=z<=2...
1A) Use surface integral to evaluate the flux of F(x,y,z) =<x^3,y^3,z^3> across the cylinder x^2+y^2=1, 0<=z<=2 1B) Use the Divergence Theorem to evaluate the flux of F(x,y,z) =<x^3,y^3,z^3> across the cylinder x^2+y^2=1, 0<=z<=2
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT