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QUESTION 2: Work on the following questions. Provide details of your responses. Three systems are interconnected in the following manner: subsystems represented by impulse responses h, (n) and h2(n) are connected in parallel, while their output is fed into the input of another subsystem represented by the impulse response h3 (n). The external input sequence is fed into the h, (n)/h,(n) subsystems, while the output sequence is measured at the output of h3 (n). Illustrate the interconnected system as described above. Given the following: Part h1 (n) = h(n) = [u(n + 2) – u(n – 3)] · (3 – In|) a h2(n) = 8(n) – 8(n – 1) + 8(n – 4) + 8(n – 5) hз (п) %3D и(п —2) - и (п - 8) + и (п — 11) — и(п - 17) generate and plot the overall impulse response sequence and the output of the system to the input x(n) = u(n) – u(n – 4) + 8(n – 5) +n (u(n- 6) – u(n - 10)) + (20 - n) (u(n - 10)- u(n- 16)). Find the step response of the system whose impulse response is n-1 Part h(n) = 4E) u(n) + 2 ) u(n – 1). Plot the step response for -5

QUESTION 2: Work on the following questions. Provide details of your responses. Three systems are interconnected in the following manner: subsystems represented by impulse responses h, (n) and h2(n) are connected in parallel, while their output is fed into the input of another subsystem represented by the impulse response h3 (n). The external input sequence is fed into the h, (n)/h,(n) subsystems, while the output sequence is measured at the output of h3 (n). Illustrate the interconnected system as described above. Given the following: Part h1 (n) = h(n) = [u(n + 2) – u(n – 3)] · (3 – In|) a h2(n) = 8(n) – 8(n – 1) + 8(n – 4) + 8(n – 5) hз (п) %3D и(п —2) - и (п - 8) + и (п — 11) — и(п - 17) generate and plot the overall impulse response sequence and the output of the system to the input x(n) = u(n) – u(n – 4) + 8(n – 5) +n (u(n- 6) – u(n - 10)) + (20 - n) (u(n - 10)- u(n- 16)). Find the step response of the system whose impulse response is n-1 Part h(n) = 4E) u(n) + 2 ) u(n – 1). Plot the step response for -5

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 2: Work on the following questions. Provide details of your responses. Three systems are interconnected in the following manner: subsystems represented by impulse responses h, (n) and h2(n) are connected in parallel, while their output is fed into the input of another subsystem represented by the impulse response h3 (n). The external input sequence is fed into the h, (n)/h2(n) subsystems, while the output sequence is measured at the output of h3(n). Illustrate the interconnected system as described above. Given the following: Part h, (n) = h(n) = [u(n + 2) – u(n – 3)] · (3 – |n|) a %3D hz(n) %3D 6 (п) — 6 (п — 1) + 8(п — 4) + 8(п — 5) hg(n) %3D и(п — 2) — и(п — 8) + и(n - 11) — и(п — 17) generate and plot the overall impulse response sequence and the output of the system to the input х(п) %— и(п) — и( - 4) + 6(п - 5) +n (u(п - 6) — и(п - 10)) + (20 — п) - (и(п — 10) — и(п - 16)). Find the step response of the system whose impulse response is п п-1 Part A(1) = 4 (=) u(n) + 2 (;)" G u(n – 1). b Plot the step response for -5<n< 20. Specify the limiting value of the output sequence.
Transcribed Image Text:QUESTION 2: Work on the following questions. Provide details of your responses. Three systems are interconnected in the following manner: subsystems represented by impulse responses h, (n) and h2(n) are connected in parallel, while their output is fed into the input of another subsystem represented by the impulse response h3 (n). The external input sequence is fed into the h, (n)/h2(n) subsystems, while the output sequence is measured at the output of h3(n). Illustrate the interconnected system as described above. Given the following: Part h, (n) = h(n) = [u(n + 2) – u(n – 3)] · (3 – |n|) a %3D hz(n) %3D 6 (п) — 6 (п — 1) + 8(п — 4) + 8(п — 5) hg(n) %3D и(п — 2) — и(п — 8) + и(n - 11) — и(п — 17) generate and plot the overall impulse response sequence and the output of the system to the input х(п) %— и(п) — и( - 4) + 6(п - 5) +n (u(п - 6) — и(п - 10)) + (20 — п) - (и(п — 10) — и(п - 16)). Find the step response of the system whose impulse response is п п-1 Part A(1) = 4 (=) u(n) + 2 (;)" G u(n – 1). b Plot the step response for -5<n< 20. Specify the limiting value of the output sequence.
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