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For the discrete time function f[n] (0.92180°)" (u[n+3]-u[n-5]) b.) = Make a table of the values of f[n] for values of n ≤ 5. Hand sketch the following signals that are manipulations of f[n] and label all nonzero values of the resulting signals. In cases where the argument of f[] is not an integer, use the value of zero for the signal. a.) x[n] = f[1.5n] g[n] = f[n/4]

For the discrete time function f[n] (0.92180°)" (u[n+3]-u[n-5]) b.) = Make a table of the values of f[n] for values of n ≤ 5. Hand sketch the following signals that are manipulations of f[n] and label all nonzero values of the resulting signals. In cases where the argument of f[] is not an integer, use the value of zero for the signal. a.) x[n] = f[1.5n] g[n] = f[n/4]

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
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For the discrete time function b.) f[n] (0.9/180°)" (u[n+3] - u[n- 5]) Make a table of the values of f[n] for values of n ≤ 5. Hand sketch the following signals that are manipulations of f[n] and label all nonzero values of the resulting signals. In cases where the argument of f[] is not an integer, use the value of zero for the signal. a.) c.) = d.) x[n] = f[1.5n] g[n] = f[n/4] a[n] = f[1-2n] Y[n] = f[2¹-³]
Transcribed Image Text:For the discrete time function b.) f[n] (0.9/180°)" (u[n+3] - u[n- 5]) Make a table of the values of f[n] for values of n ≤ 5. Hand sketch the following signals that are manipulations of f[n] and label all nonzero values of the resulting signals. In cases where the argument of f[] is not an integer, use the value of zero for the signal. a.) c.) = d.) x[n] = f[1.5n] g[n] = f[n/4] a[n] = f[1-2n] Y[n] = f[2¹-³]
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