Electronics and Communication Engineering (ECE) Exam > Electronics and Communication Engineering (ECE) Tests > Signals and Systems > Test: Z-Transform - 3 - Electronics and Communication Engineering (ECE) MCQ
Test: Z-Transform - 3 - Electronics and Communication Engineering (ECE) MCQ
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10 Questions MCQ Test Signals and Systems - Test: Z-Transform - 3
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Test: Z-Transform - 3 - Question 1
The z-transform of a signal x[n] is given by
If X (z) converges on the unit circle, x[n] is
If X (z) converges on the unit circle, x[n] is
Detailed Solution for Test: Z-Transform - 3 - Question 1
Detailed Solution for Test: Z-Transform - 3 - Question 2
So system is both stable and causal. ROC includes z = 1.| 1 Crore+ students have signed up on EduRev. Have you? Download the App |
Test: Z-Transform - 3 - Question 3
The transfer function of a system is given as
Consider the two statements
Statement(i) : System is causal and stable.
Statement(ii) : Inverse system is causal and stable.
The correct option is
Consider the two statements
Statement(i) : System is causal and stable.
Statement(ii) : Inverse system is causal and stable.
The correct option is
Detailed Solution for Test: Z-Transform - 3 - Question 3
Test: Z-Transform - 3 - Question 4
The impulse response of a system is given by
For this system two statement are
Statement (i): System is causal and stable
Statement (ii): Inverse system is causal and stable.
The correct option is
Detailed Solution for Test: Z-Transform - 3 - Question 4
Test: Z-Transform - 3 - Question 5
The system
y[n] = cy[n - 1] -0.12 y[n - 2 ] + x[n - 1] + x[n - 2 ] is stable if
Detailed Solution for Test: Z-Transform - 3 - Question 5
Test: Z-Transform - 3 - Question 6
Consider the following three systems
The equivalent system are
Detailed Solution for Test: Z-Transform - 3 - Question 6
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Test: Z-Transform - 3 - Question 8
The z-transform of a anti causal system is
The value of x[0] is
Detailed Solution for Test: Z-Transform - 3 - Question 8
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Test: Z-Transform - 3 - Question 10
The impulse response of the system shown in fig. P5.4.62 is
Detailed Solution for Test: Z-Transform - 3 - Question 10
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