Hi
I am not very advanced in calculas.
I need to solve for X(t)/Y(t) when t -> infinity.
X'(t)+aX(t)+cX(t)-bY(t)=0 ....1 X(0)=0
Y'(t)+bY(t)+cX(t)=0 .....2 Y(0)=0
So I thought of deriving both equations to get:
X''(t)+aX'(t)+cX'(t)-bY'(t)=0 ...3
Y''(t)+bY'(t)+cX'(t)=0 ...4
Then substituting 2 into 3 & substituting 1 into 4
X''(t)+aX'(t)+cX'(t)-b*[bY(t)]-bcX(t)=0 ....5 Y''(t)+bY'(t)+cX(t)[a+c]+bY(t)=0 .....6
Then substituting 1 into 5
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