Z Transform MCQs : This section focuses on the "Z Transform". These Multiple Choice Questions (MCQs) should be practiced to improve the Z Transform skills required for various interviews (campus interview, walk-in interview, company interview), placement, entrance exam and other competitive examinations.
Question 1
What is the set of all values of z for which X(z) attains a finite value?
A. Radius of convergence
B. Radius of divergence
C. Feasible solution
D. None of the mentioned
Question 2
Is the discrete time LTI system with impulse response h(n)=an(n) (|a| < 1) BIBO stable?
A. TRUE
B. FALSE
Question 3
The convolution of a signal in time domain can be viewed as __________
A. Multiplication in z-domain
B. Squaring in z-domain
C. Doubling the signal in z-domain
D. Convolution in z-domain
Question 4
The impulse response of a discrete time system is the inverse Z-transform of the transfer function of the system in z-domain.
A. TRUE
B. FALSE
Question 5
The ROC of z-transform of any signal cannot contain poles.
A. TRUE
B. FALSE
Question 6
The unit delay operator can be thought of in the z-domain as ___________
A. Multiplication by z-1
B. Multiplication by z
C. Multiplication by z-2
D. Multiplication by z2
Question 7
What is the ROC of a causal infinite length sequence?
A. |z|
C. r2<|z|
Question 8
What is the ROC of the signal x(n)=δ(n-k), k>0?
A. z=0
B. z=∞
C. Entire z-plane, except at z=0
D. Entire z-plane, except at z=∞
Question 9
What is the ROC of the system function H(z) if the discrete time LTI system is BIBO stable?
A. Entire z-plane, except at z=0
B. Entire z-plane, except at z=∞
C. Contain unit circle
D. None of the mentioned
Question 10
What is the ROC of the z-transform of the signal x(n)= anu(n)+bnu(-n-1)?
A. |a|<|z|<|b|
B. |a|>|z|>|b|
C. |a|>|z|<|b|
D. |a|<|z|>|b|
Question 11
What is the ROC of z-transform of an two sided infinite sequence?
A. |z|>r1
B. |z|
Question 12
What is the ROC of z-transform of finite duration anti-causal sequence?
A. z=0
B. z=∞
C. Entire z-plane, except at z=0
D. Entire z-plane, except at z=∞