Given the continuous time system given by: A=110010002,B=010,C=[010] Determine: first midterm 1. The stability of . (15 points) 2. The flow diagram of . (15 points) 3. If can be put in diagonal form and how. ( 15 points) second midterm 4. If it is possible to make the system observable with state feedback. (15 points) 5. The observability of using the PHB observability criterion. (15 points) 6. If it is possible to choose a state feedback matrix K, such that the system can be made observable (as in point 2 ) and stable. ( 20 points)