Determine the type and stability of the critical point. Then find a real general solution and sketch or graph some of the trajectories in the phase plane. Show the details of your work. y' 1 = y 1 + 2y 2 y' 2 = 2y 1 + y 2
Chapter 4, P R O B L E M S E T 4 . 4 #7
Determine the type and stability of the critical point. Then find a real general solution and sketch or graph some of the trajectories in the phase plane. Show the details of your work.
y'1 = y1 + 2y2
y'2 = 2y1 + y2
This problem has been solved!
Do you need an answer to a question different from the above? Ask your question!
Answer
The general solution is: y = C1ex + C2e-x Since the graph of y = ex crosses the li…View the full answer
Related Book For 
