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1. (a) Consider an LTI system described by the impulse response h[n] = 3®u[1-n] %3D Sketch h[n]. (b) For the LTI system in part (a) above, determine and explain whether the following properties are true: (i) Memoryless (ii) Causal (iii) (111) Stable

1. (a) Consider an LTI system described by the impulse response h[n] = 3®u[1-n] %3D Sketch h[n]. (b) For the LTI system in part (a) above, determine and explain whether the following properties are true: (i) Memoryless (ii) Causal (iii) (111) Stable

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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1. (a) Consider an LTI system described by the impulse response h[n] = 3ªu[1-n] Sketch h[n]. (b) For the LTI system in part (a) above, determine and explain whether the following properties are true: Memoryless Causal (i) (iii) Stable (iv) FIR (c) Consider the interconnection of the LTI systems shown in Figure 1 below. (i) Find the impulse response h[n] of the total system. (ii) Determine and sketch the total impulse response h[n] if hifn]= 2u[n+3]. ha[n] = 6[n-2]. h:[n] = -7u[n-3]. h.[n] = 5u[n-3]. hs[n] = õ[n+2] and
Transcribed Image Text:1. (a) Consider an LTI system described by the impulse response h[n] = 3ªu[1-n] Sketch h[n]. (b) For the LTI system in part (a) above, determine and explain whether the following properties are true: Memoryless Causal (i) (iii) Stable (iv) FIR (c) Consider the interconnection of the LTI systems shown in Figure 1 below. (i) Find the impulse response h[n] of the total system. (ii) Determine and sketch the total impulse response h[n] if hifn]= 2u[n+3]. ha[n] = 6[n-2]. h:[n] = -7u[n-3]. h.[n] = 5u[n-3]. hs[n] = õ[n+2] and
h, ) Figure 1.
Transcribed Image Text:h, ) Figure 1.
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