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This section includes 8 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. |
N(t) = 2, 0 t<4;
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A. | nThe Laplace transform of M (t) is ___________ |
B. | ( frac{2}{s} e^{-4s} ( frac{2}{s^3} frac{8}{s^2} frac{14}{s}) ) |
C. | ( frac{2}{s} + e^{-4s} ( frac{2}{s^3} frac{8}{s^2} frac{14}{s}) ) |
D. | ( frac{2}{s} e^{-4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) ) |
E. | ( frac{2}{s} + e^{-4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) ) |
Answer» E. ( frac{2}{s} + e^{-4s} ( frac{2}{s^3} + frac{8}{s^2} + frac{14}{s}) ) | |
2. |
The function which has its Fourier transform, Laplace transform, and Z transform unity is __________ |
A. | Gaussian |
B. | Impulse |
C. | Sinc |
D. | Pulse |
Answer» C. Sinc | |
3. |
The property of Fourier Transform which states that the compression in time domain is equivalent to expansion in the frequency domain is ___________ |
A. | Duality |
B. | Scaling |
C. | Time scaling |
D. | Frequency shifting |
Answer» C. Time scaling | |
4. |
The Fourier transform of a rectangular function is ___________ |
A. | Another rectangular pulse |
B. | Triangular pulse |
C. | Sinc function |
D. | Impulse |
Answer» D. Impulse | |
5. |
Convolution is used to find ____________ |
A. | Impulse of an LTI system |
B. | Frequency response of an LTI system |
C. | Time response of an LTI system |
D. | Phase response of an LTI system |
Answer» D. Phase response of an LTI system | |
6. |
The probability cumulative distribution function must be monotone as well as ___________ |
A. | Increasing |
B. | Decreasing |
C. | Non-increasing |
D. | Non-decreasing |
Answer» E. | |
7. |
Q meter operator is the principle of __________ |
A. | Series resonance |
B. | Current resonance |
C. | Self-inductance |
D. | Eddy currents |
Answer» B. Current resonance | |
8. |
Given x (t) = [2 + e-3t] u (t). The final value of x(t) is ___________ |
A. | 2 |
B. | 3 |
C. | e<sup>-3t</sup> |
D. | 0 |
Answer» B. 3 | |