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Consider the cascade of two LTI systems with impulse responses:h1[n] = u[n − 5], and h2[n]=1 for 0≤n≤4 and is zero-valued otherwise1) Sketch the results of h1[k], h2[k], h2[−k], and h2[5 − k] for all k.2) Based on the results above, sketch the impulse response of the entire system, i.e.,h[n] = ∑ h1[k]h2[n − k]

Consider the cascade of two LTI systems with impulse responses:h1[n] = u[n − 5], and h2[n]=1 for 0≤n≤4 and is zero-valued otherwise1) Sketch the results of h1[k], h2[k], h2[−k], and h2[5 − k] for all k.2) Based on the results above, sketch the impulse response of the entire system, i.e.,h[n] = ∑ h1[k]h2[n − k]

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Consider the cascade of two LTI systems with impulse responses:
h1[n] = u[n − 5], and h2[n]=1 for 0≤n≤4 and is zero-valued otherwise
1) Sketch the results of h1[k], h2[k], h2[−k], and h2[5 − k] for all k.
2) Based on the results above, sketch the impulse response of the entire system, i.e.,
h[n] = ∑ h1[k]h2[n − k] 

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