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Q/A discrete system described by the following difference equation - - y(n) = x(n) 0.9 x(n - 1) - 0.1 x(n-2) - 0.3 y(n − 1) + 0.04 y(n-2) a) Find the transfer function H(z). b) Plot the poles and zeros on the z-plane and determine the system's stability. c) Determine the frequency response and plot magnitude and phase graphs. d) Realize the system using direct-form realizations. Note: H(Z) = Y(Z) X(Z) frecuncy response = |H(e³)| and LH(e³) = tan-1 imagenare real

Q/A discrete system described by the following difference equation - - y(n) = x(n) 0.9 x(n - 1) - 0.1 x(n-2) - 0.3 y(n − 1) + 0.04 y(n-2) a) Find the transfer function H(z). b) Plot the poles and zeros on the z-plane and determine the system's stability. c) Determine the frequency response and plot magnitude and phase graphs. d) Realize the system using direct-form realizations. Note: H(Z) = Y(Z) X(Z) frecuncy response = |H(e³)| and LH(e³) = tan-1 imagenare real

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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Q/A discrete system described by the following difference equation - - y(n) = x(n) 0.9 x(n - 1) - 0.1 x(n-2) - 0.3 y(n − 1) + 0.04 y(n-2) a) Find the transfer function H(z). b) Plot the poles and zeros on the z-plane and determine the system's stability. c) Determine the frequency response and plot magnitude and phase graphs. d) Realize the system using direct-form realizations. Note: H(Z) = Y(Z) X(Z) frecuncy response = |H(e³)| and LH(e³) = tan-1 imagenare real
Transcribed Image Text:Q/A discrete system described by the following difference equation - - y(n) = x(n) 0.9 x(n - 1) - 0.1 x(n-2) - 0.3 y(n − 1) + 0.04 y(n-2) a) Find the transfer function H(z). b) Plot the poles and zeros on the z-plane and determine the system's stability. c) Determine the frequency response and plot magnitude and phase graphs. d) Realize the system using direct-form realizations. Note: H(Z) = Y(Z) X(Z) frecuncy response = |H(e³)| and LH(e³) = tan-1 imagenare real
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