

MCQOPTIONS
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This section includes 14 Mcqs, each offering curated multiple-choice questions to sharpen your Signals Systems knowledge and support exam preparation. Choose a topic below to get started.
1. |
A system is said to be causal if the output of the system depends on ___________ |
A. | The Past and Present Inputs |
B. | The Present Inputs |
C. | The Future Inputs |
D. | The Past and Future Inputs |
Answer» B. The Present Inputs | |
2. |
The difference between the highest and lowest frequencies of a signal is _________ |
A. | Frequency |
B. | Period |
C. | Bandwidth |
D. | Amplitude |
Answer» D. Amplitude | |
3. |
The system \(x(k) = 7(\frac{1}{3})^k \,u(-k-1) – 6(\frac{1}{2})^k \,u(k)\) is ___________ |
A. | Causal |
B. | Anti-causal |
C. | Non-causal |
D. | Cannot be determined |
Answer» D. Cannot be determined | |
4. |
A system is said to be dynamic if the output of the system depends on ___________ |
A. | The past Input |
B. | The Future Input |
C. | The Present Input |
D. | Both the Present and future Inputs |
Answer» B. The Future Input | |
5. |
Which of the following is true about the bounded signal? |
A. | A finite signal is always bounded |
B. | A bounded signal always possess finite energy |
C. | A bounded signal is always zero outside a given interval |
D. | A bounded signal is always finite |
Answer» C. A bounded signal is always zero outside a given interval | |
6. |
A signal e-at sin (ωt) is the input to a real linear time-invariant system. Given K and ∅ are constants, the output of the system will be of the form Ke-bt sin (vt + ∅). The correct statement among the following is __________ |
A. | b need not be equal to a but v must be equal to ω |
B. | v need not be equal to ω but b must be equal to a |
C. | b must be equal to a and v must be equal to ω |
D. | b need not be equal to a and v need not be equal to ω |
Answer» B. v need not be equal to ω but b must be equal to a | |
7. |
If y(t) = ex(t), then the relation is _________ |
A. | Dynamic |
B. | Static |
C. | Memory |
D. | Memoryless but not static |
Answer» C. Memory | |
8. |
From the given conditions, what are the Dirichlet conditions?i. X(t) should be absolutely integrableii. X(t) should have finite discontinuitiesiii. X(t) should have a finite number of maxima as well as minima in its domain |
A. | i, ii and iii |
B. | i and ii |
C. | i and iii |
D. | ii and iii |
Answer» B. i and ii | |
9. |
Given a stable and causal system with impulse response h (t) and system function H(s). Let us suppose H(s) is rational, contains a pole at s=-2 and does not have a zero at origin and location of all other zeroes is unknown, poles are present at some unknown location other than the origin. Then,i) H(s) = H(-s)ii) \(\frac{dh(t)}{dt}\) Contains at least one pole in its Laplace transform.Which of the following options is correct? |
A. | i – true, ii – true |
B. | i – false, ii – true |
C. | i – true, ii – false |
D. | i – false, ii – false |
Answer» C. i – true, ii – false | |
10. |
A LTI system is characterized by ___________ |
A. | Unit impulse response |
B. | Time shifted impulses |
C. | Unit step responsed) Response to any signal(bounde |
D. | Response to any signal(bounded) |
Answer» B. Time shifted impulses | |
11. |
A series RC circuit excited by voltage V is __________ |
A. | A memory less system |
B. | A causal system |
C. | A dynamic system |
D. | Static system |
Answer» D. Static system | |
12. |
Which of the following is a dynamic system? |
A. | y(n) = y(n-1) + y(n+1) |
B. | y(n) = y(n-1) |
C. | y(n) = x(n) |
D. | y(n) + y(n+1) + y(n+3) = 0 |
Answer» B. y(n) = y(n-1) | |
13. |
Which of the following is a causal system? |
A. | y(n) = 3x(n) – 2x(n-1) |
B. | y(n) = 3x(n) + 2x(n+1) |
C. | y(n) = 3x(n+1) + 2x(n-1) |
D. | y(n) = 3x(n+1) + 2x(n-1) + x(n) |
Answer» B. y(n) = 3x(n) + 2x(n+1) | |
14. |
Which system among the following is a time invariant system? |
A. | y(n) = n x(n) |
B. | y(n) = x(n) – x(n-1) |
C. | y(n) = x(-n) |
D. | y(n) = x(n) cos 2nf |
Answer» C. y(n) = x(-n) | |