Question: 6 -
Which of the following is common independent variable for speech signal, EEG and ECG?
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Time
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Spatial coordinates
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Pressure
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None of the mentioned
Answer:
Time
Solution:
Speech, EEG and ECG signals are the examples of information-bearing signals that evolve as functions of a single independent variable, namely, time.
Speech, EEG and ECG signals are the examples of information-bearing signals that evolve as functions of a single independent variable, namely, time.
Question: 7 -
x(t) or x(n) is defined to be an energy signal, if and only if the total energy content of the signal is a ___________
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None of the mentioned
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Infinite
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Zero
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Finite quantity
Answer:
Finite quantity
Solution:
The energy signal should have a total energy value that lies between 0 and infinity.
The energy signal should have a total energy value that lies between 0 and infinity.
Question: 8 -
Which of the following conditions made digital signal processing more advantageous over analog signal processing?
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Accuracy
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Flexibility
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Storage
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All of the mentioned
Answer:
All of the mentioned
Solution:
Digital programmable system allows flexibility in reconfiguring the DSP operations by just changing the program, as the digital signal is in the form of 1 and 0’s it is more accurate and it can be stored in magnetic tapes.
Digital programmable system allows flexibility in reconfiguring the DSP operations by just changing the program, as the digital signal is in the form of 1 and 0’s it is more accurate and it can be stored in magnetic tapes.
Question: 9 -
Which property does y(t)=x(1-t) exhibit?
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Reflecting
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Time scaling
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Time shifting
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Time shifting and reflecting
Answer:
Time shifting and reflecting
Solution:
First the signal x(t) is shifted by 1 to get x(1+t) and it is reflected to get x(1-t). So, it exhibits both time shifting and reflecting properties.
First the signal x(t) is shifted by 1 to get x(1+t) and it is reflected to get x(1-t). So, it exhibits both time shifting and reflecting properties.
Question: 10 -
If x(n)=(0,1,2,3,3,0,0,0) then x(2n) is?
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(0,2,4,6,6,0,0,0)
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(0,2,3,0,0,0,0,0)
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None of the mentioned
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(0,1,2,3,3,0,0,0)
Answer:
(0,2,3,0,0,0,0,0)
Solution:
Substitute n=0,1,2… in x(2n) and obtain the values from the given x(n).
Substitute n=0,1,2… in x(2n) and obtain the values from the given x(n).