Question 1
In phase plane analysis, which characteristic indicates a stable node critical point?
Question 2
What does a positive determinant of the Jacobian matrix at a critical point imply?
Question 3
If a system has a critical point with complex eigenvalues having a positive real part, what type of critical point is it?
Question 4
In the context of phase plane analysis, what does the term 'limit cycle' refer to?
Question 5
What can be inferred about a critical point if the trace of the Jacobian matrix is positive and the determinant is negative?
