11.35: A.5.4- Section 5.4 Answers
( \newcommand{\kernel}{\mathrm{null}\,}\)
selected template will load here
This action is not available.
( \newcommand{\kernel}{\mathrm{null}\,}\)
1. yp=e3x(−14+x2)
2. yp=e−3x(1−x4)
3. yp=ex(2−3x4)
4. yp=e2x(1−3x+x2)
5. yp=e−x(1+x2)
6. yp=ex(−2+x+2x2)
7. yp=xe−x(16+x2)
8. yp=xex(1+2x)
9. yp=xe3x(−1+x2)
10. yp=xe2x(−2+x)
11. yp=x2e−x(1+x2)
12. yp=x2ex(12−x)
13. yp=x2e2x2(1−x+x2)
14. yp=x2e−x/327(3−2x+x2)
15. y=e3x4(−1+2x)+c1ex+c2e2x
16. y=ex(1−2x)+c1e2x+c2e4x
17. y=e2x5(1−x)+e−3x(c1+c2x)
18. y=xex(1−2x)+c1ex+c2e−3x
19. y=ex[x2(1−2x)+c1+c2x]
20. y=−e2x(1+x)+2e−x−e5x
21. y=xe2x+3ex−e−4x
22. y=e−x(2+x−2x2)−e−3x
23. y=e−2x(3−x)−2e5x
24. yp=−ex3(1−x)+e−x(3+2x)
25. yp=ex(3+7x)+xe3x
26. yp=x3e4x+1+2x+x2
27. yp=xe2x(1−2x)+xex
28. yp=ex(1+x)+x2e−x
29. yp=x2e−x+e3x(1−x2)
31. yp=2e2x
32. yp=5xe4x
33. yp=x2e4x
34. yp=−e3x4(1+2x−2x2)
35. yp=xe3x(4−x+2x2)
36. yp=x2e−x/2(−1+2x+3x2)
37.
39.
40. (−1)kk!eαxαk+1∑kr=0(−αx)rr!+c