- #1
champ2029
- 2
- 0
Hello guys,
I need help solving this problem.
Find the particular solution using method of undetermined coefficients:
X'=AX + F(t)
A= [4 ,1/3] <-- 1st row
[9 , 6] <-- 2nd row
F(t) = [-e^t,e^t]
The complementary function is Xc=c1[1,3]e^(3t) + c2[1,9]e^(7t)
Any help would be greatly appreciated!
I need help solving this problem.
Find the particular solution using method of undetermined coefficients:
X'=AX + F(t)
A= [4 ,1/3] <-- 1st row
[9 , 6] <-- 2nd row
F(t) = [-e^t,e^t]
The complementary function is Xc=c1[1,3]e^(3t) + c2[1,9]e^(7t)
Any help would be greatly appreciated!