State Space Analysis – Exercise – 1

1. The eigenvalues of the system represented by

Mcq series

X are :

(a) 0,0,0,0
(b) 1,1,1,1
(c) 0,0,0,-1
(d) 1,0,0,0

Answer
Answer : (d)
Explanation
No answer description available for this question. Let us discuss.

2. The state diagram of a system is shown in the given figure. The system is :
Mcq series

(a) controllable and observable
(b) controllable but not observable
(c) observable but not controllable
(d) neither controllable nor observable
Answer
Answer : (a)
Explanation
No answer description available for this question. Let us discuss.

3. A transfer function of a control system does not have pole-zero cancellation. Which one of the following statement 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 but unobservable

Answer
Answer : (b)
Explanation
No answer description available for this question. Let us discuss.

4. The transfer function approach is applicable to :

(a) only linear time-invariant systems
(b) linear time-invariant as well as time-varying systems
(c) linear as well as nonlinear systems
(d) all systems

Answer
Answer : (a)
Explanation
No answer description available for this question. Let us discuss.

5. The number of state variables of a system is equal to :

(a) the number of integrators present in the system
(b) the number of differentiators present in the system
(c) the sum of the number of integrators and differentiators present in the sysytem
(d) none of these

Answer
Answer : (a)
Explanation
No answer description available for this question. Let us discuss.
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