

MCQOPTIONS
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This section includes 11 Mcqs, each offering curated multiple-choice questions to sharpen your Control Systems knowledge and support exam preparation. Choose a topic below to get started.
1. |
Real distinct and negative. |
A. | Center |
B. | Focus point |
C. | Saddle point |
D. | Stable node |
Answer» E. | |
2. |
Kalman’s test is for : |
A. | Observability |
B. | Controllability |
C. | Optimality |
D. | Observability and controllability |
Answer» E. | |
3. |
REAL_AND_EQUAL_BUT_WITH_OPPOSITE_SIGN.?$ |
A. | Center |
B. | Focus point |
C. | Saddle point |
D. | Stable node |
Answer» D. Stable node | |
4. |
Real_distinct_and_negative.$ |
A. | Center |
B. | Focus point |
C. | Saddle point |
D. | Stable node |
Answer» E. | |
5. |
Pure imaginary pair? |
A. | Centre |
B. | Focus point |
C. | Saddle point |
D. | Stable node |
Answer» B. Focus point | |
6. |
Complex conjugate pair: |
A. | Center |
B. | Focus point |
C. | Saddle point |
D. | Stable node |
Answer» C. Saddle point | |
7. |
A transfer function of the system does not have pole-zero cancellation? Which of the following statements is true? |
A. | System is neither controllable nor observable |
B. | System is completely controllable and observable |
C. | System is observable but uncontrollable |
D. | System is controllable and unobservable |
Answer» C. System is observable but uncontrollable | |
8. |
Consider a system if represented by state space equation and x1 (t) =x2 (t), then the system is: |
A. | Controllable |
B. | Uncontrollable |
C. | Observable |
D. | Unstable |
Answer» C. Observable | |
9. |
Kalman’s test is for :$ |
A. | Observability |
B. | Controllability |
C. | Optimality |
D. | Observability and controllability |
Answer» E. | |
10. |
A system is said to be_________________ if every state can be completely identified by measurements of the outputs at the finite time interval. |
A. | Controllable |
B. | Observable |
C. | Cannot be determined |
D. | Controllable and observable |
Answer» C. Cannot be determined | |
11. |
A system is said to be_____________ if it is possible to transfer the system state from any initial state to any desired state in finite interval of time. |
A. | Controllable |
B. | Observable |
C. | Cannot be determined |
D. | Controllable and observable |
Answer» B. Observable | |