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Question 5. A digital system has Z transfer function G(z) The input signal {un}, n ≥ 0, is un = (3)". Find V(z), the Z transform of the output signal. Hence find an expression for the output signal {v} in the form {v}= akn + Bln and evaluate the first three members of the sequence {vn}. Enter the values of a, k, B, l, vo, v₁, v₂ to 3 decimal places. Enter a: Enter k: Enter 8: Enter 1: 2z 3z +7 Enter vo: Enter v₁: Enter v₂:

Question 5. A digital system has Z transfer function G(z) The input signal {un}, n ≥ 0, is un = (3)". Find V(z), the Z transform of the output signal. Hence find an expression for the output signal {v} in the form {v}= akn + Bln and evaluate the first three members of the sequence {vn}. Enter the values of a, k, B, l, vo, v₁, v₂ to 3 decimal places. Enter a: Enter k: Enter 8: Enter 1: 2z 3z +7 Enter vo: Enter v₁: Enter v₂:

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Question 5. A digital system has Z transfer function G(z) = = The input signal {u}, n ≥ 0, is un = (3)n. Find V(z), the Z transform of the output signal. Hence find an expression for the output signal {v} in the form {vn}= akn + ßln and evaluate the first three members of the sequence {v}. Enter the values of a, k, ß, l, vo, V₁, V₂ to 3 decimal places. Enter a: Enter k: Enter 3: Enter 1: 2z 3z +7' Enter vo Enter v₁: Enter v₂:
Transcribed Image Text:Question 5. A digital system has Z transfer function G(z) = = The input signal {u}, n ≥ 0, is un = (3)n. Find V(z), the Z transform of the output signal. Hence find an expression for the output signal {v} in the form {vn}= akn + ßln and evaluate the first three members of the sequence {v}. Enter the values of a, k, ß, l, vo, V₁, V₂ to 3 decimal places. Enter a: Enter k: Enter 3: Enter 1: 2z 3z +7' Enter vo Enter v₁: Enter v₂:
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