5. For the system described by the difference equation y (n) = 0. 7y (n – 1) – 0. 1y (n – 2) + 2x (n) – x (n – 2) do the following. (Lessons 3.3 and 3.4) Find the zero-input response Yzi (n) if y (–1) =1 and y (-2) = -3. Find the zero-state response yzs (n) for x (n) = 0. 2" u (n). Given the input x (n) = 0. 2" u (n) and the initial conditions y (-1) = 1 and y (-2) = -3, what is the total solution? Find the impulse response of this system. Sketch a direct I structure and a direct Il structure implementations for this system.
5. For the system described by the difference equation y (n) = 0. 7y (n – 1) – 0. 1y (n – 2) + 2x (n) – x (n – 2) do the following. (Lessons 3.3 and 3.4) Find the zero-input response Yzi (n) if y (–1) =1 and y (-2) = -3. Find the zero-state response yzs (n) for x (n) = 0. 2" u (n). Given the input x (n) = 0. 2" u (n) and the initial conditions y (-1) = 1 and y (-2) = -3, what is the total solution? Find the impulse response of this system. Sketch a direct I structure and a direct Il structure implementations for this system.
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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Transcribed Image Text:5. For the system described by the difference equation
y (n) = 0. 7y (n – 1) – 0. 1y (n – 2) + 2x (n) – x (n – 2)
do the following. (Lessons 3.3 and 3.4)
Find the zero-input response Yzi (n) if y (–1) =1 and y (-2) = -3.
Find the zero-state response yzs (n) for x (n) = 0. 2" u (n).
Given the input x (n) = 0. 2" u (n) and the initial conditions y (-1) = 1 and y (-2) = -3, what is the total
solution?
Find the impulse response of this system.
Sketch a direct I structure and a direct Il structure implementations for this system.
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