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This section includes 10 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. |
What is the sum of the series at a point when the signal is discontinuous? |
A. | Average of the previous limits |
B. | Previous limits are considered |
C. | Future limits are added |
D. | Average of left hand limit and right hand limit are taken |
Answer» E. | |
2. |
In the third condition, does each of the discontinuities need to be finite? |
A. | All the time |
B. | Sometimes |
C. | Never |
D. | Rarely |
Answer» B. Sometimes | |
3. |
What is the third dirichlet s condition? |
A. | Finite discontinuities in the infinite interval |
B. | Finite discontinuities in the finite interval |
C. | Infiinite discontinuities in the infinite interval |
D. | Finite discontinuities in the all the intervals |
Answer» C. Infiinite discontinuities in the infinite interval | |
4. |
There are maxima and minima not possible in dirichlet s conditions. |
A. | True |
B. | False |
Answer» C. | |
5. |
What is the second dirichlet s condition? |
A. | In any finite interval, x(t) is of bounded variation |
B. | In most of a finite interval, x(t) is of bounded variation |
C. | In any finite interval, x(t) is of unbounded variation |
D. | In majority finite interval, x(t) is of unbounded variation |
Answer» B. In most of a finite interval, x(t) is of bounded variation | |
6. |
What guarantees that coefficient is finite in a dirichlet s condition? |
A. | First condition |
B. | Second condition |
C. | Third condition |
D. | Fourth condition |
Answer» B. Second condition | |
7. |
Is dirichlet s condition possible in case of discrete signals? |
A. | True |
B. | False |
Answer» C. | |
8. |
What is the first Dirichlet s condition? |
A. | Over any period, signal x(t) must be integrable |
B. | Multiplication of the signals must be continuous |
C. | x(t) should be continuous only |
D. | A signal can be integrable except break points |
Answer» B. Multiplication of the signals must be continuous | |
9. |
What are the Dirichlet s conditions? |
A. | Conditions required for fourier series to diverge |
B. | Conditions required for fourier series to converge if continuous |
C. | Conditions required for fourier series to converge |
D. | Conditions required for fourier series to diverge if continuous |
Answer» C. Conditions required for fourier series to converge | |
10. |
How many dirichlet s conditions are there? |
A. | One |
B. | Two |
C. | Three |
D. | Four |
Answer» D. Four | |