Okay, I have the following autonomous differential equation:
I found the steady states of the equation of be x*1=2 and x*2=3
When I sub them into , I get and .
Now I was told that the stability theorem states that if , then x* is stable and when , x* is unstable, however, when I create my phase line diagram is shows that x*2 is stable.
Could someone shed some light on this?