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Electronics Engineering Objective Questions { Discrete Time Signals and Systems }



15. The Z-transform function of a stable system is given as 3 -.1 2 - - z H(z) - (1- 2z-1)(1+ z--1) The impuse response hInj is
A. r u[-n + 1] u[n]
B. r u[-n - 1]+ (q-; u[n]
C. ?2" u[-n - 1] + (T) u[n]
D. 2" u[n] - (if u[n]
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16. A causal system has input x[n] = (-3)" u[n] and output[An] = [4(2)1) uini The impulse response of this system is
A. [7(-2I )n 1?(-211 u[n]n
B. [7(2") ? 10(2-) urn]2
C. [10 ?)2 ? 7(2)2] u[n]2
D. [10(2" ? 7(.1-)1 u[n] 2
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17. The transfer function of a system is given z(3z ? 2) by H(z)=4 The system is
A. causal and stable
B. causal, stable and minimum phase
C. minimum phase
D. none of the above
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18. The transfer function of a system is given 2(z+ ?1) 2 as H(z) ? 1Consider the two statements : Statement (A) : System is causal and stable Statement (B) : Inverse system is causal and stable The correct option is
A. is true
B. is true
C. Both are true
D. Both are false
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19. Given the z-transforms z(8z ?7) X(z) ? 4z2 ?7z+3 The limit of x[001 is
A.1
B.2
C.0
D.0
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20. A low-pass filter circuit is basically
A. a differentiating circuit with lot time constant
B. a differentiating circuit with larger time constant
C. an integrating circuit with low time constant
D. an integrating circuit with larger time constant
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21. Consider the following statements regarding a discrete system with the output input relationship y(n) = x(n) + 3. The system 1. is linear 2. is causal 3. has bonded for bounded input 4. is non-realisable Of these statements
A. 1, 2 and 3 are correct
B. 2 and 3 are correct
C. 1 and 2 are correct
D. 1, 3 and 4 correct
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