3. Find a particular solution of y" + 3y' + 4y = 28x e2x

Question

Question

Answer 1

Answer #1

( 28 icular 71 3つ之㎡ 4 6 1 31 не pu t-A73 ín lZ/ 구 ,

Answer 2

Similar Homework Help Questions

Use undetermined coefficients to find the particular solution to y''+3y'-4y=3e^t

Use undetermined coefficients to find the particular solution to y''+3y'-4y=3e^t
5. (5 points) a) Find a particular solution of y" +3y+4y 3x+2. b) Determine the appropriate...

5. (5 points) a) Find a particular solution of y" +3y+4y 3x+2. b) Determine the appropriate form for a particular solution of y-4y- 2e* (2 points)
Use undetermined coefficients to find the particular solution to y’’ – 4y' + 3y = e*((22...

Use undetermined coefficients to find the particular solution to y’’ – 4y' + 3y = e*((22 – 122 )cos(3x) + (58 + 362 )sin(3x)) Yp(x) = Preview

Find A PARTICULAR SOLUTION FOR CHINT: xz yu - 6x y' +4y= 3x"? (TRY ) y=...

Find A PARTICULAR SOLUTION FOR CHINT: xz yu - 6x y' +4y= 3x"? (TRY ) y= Ax!/3 (6 fino A PARTICULAR SOLUTION FOR: y"-44'-12y = 22% (-3x2+4x+5) Hint : TRY y = 2 e2x THEN 205 € U= AX2+BX+C
Use undetermined coefficients to find the particular solution to y''−4y'+3y=2t^2+5t+5

Use undetermined coefficients to find the particular solution to y''−4y'+3y=2t^2+5t+5
y''-3y'-4y=0 has a general solution y=C1e^(4x)+C2e^(-x) find the particular solution if it exists for y(0)=0 &...

y''-3y'-4y=0 has a general solution y=C1e^(4x)+C2e^(-x) find the particular solution if it exists for y(0)=0 & y(1)=2

(4) Find the implicit particular solution of the initial-value problem (e+4y)dx+ (3y +4r)dy 0, y(0) =...

(4) Find the implicit particular solution of the initial-value problem (e+4y)dx+ (3y +4r)dy 0, y(0) = 1 by using the method from Section 2.4.
(1 point) Find a particular solution for each differential equation y" + 3y = 5t, then...

(1 point) Find a particular solution for each differential equation y" + 3y = 5t, then yp = y" - y = 3et sin(t), then yp = y" + 4y = cos(2t), then yp =
Find a particular solution for y' – 4y + 4y = (x - 1)e22.

Find a particular solution for y' – 4y + 4y = (x - 1)e22.

Find the general solution of y(6) – 3y(5) + 4y(4) — 127" = 0.

Find the general solution of y(6) – 3y(5) + 4y(4) — 127" = 0.