The system with the h[n] response has the output y[n] corresponding to the input x[n].Find the value of y[1].e[n] = d[n + 1] – 9.65[n – 1] + 3.48[n – 2]h[n] = u[n + 2] - u[n – 1]a. -5.20b. 3.40C.-6.20d. -9.60O e. -8.60

To find the value of y[1] from the system response

The system with the h[n] response has the output y[n] corresponding to the input x[n]. Find the value of y[1]. z[n] = 6[n + 1] – 9.68[n – 1] +3.45[n – 2] h[n] = u[n + 2] – u[n – 1] а. -5.20 b. 3.40 O c. -6.20 d. -9.60 e. -8.60

The system with the h[n] response has the output y[n] corresponding to the input x[n]. Find the value of y[1]. z[n] = 6[n + 1] – 9.68[n – 1] +3.45[n – 2] h[n] = u[n + 2] – u[n – 1] а. -5.20 b. 3.40 O c. -6.20 d. -9.60 e. -8.60

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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Question

The system with the h[n] response has the output y[n] corresponding to the input x[n].
Find the value of y[1].
e[n] = d[n + 1] – 9.65[n – 1] + 3.48[n – 2]
h[n] = u[n + 2] - u[n – 1]
a. -5.20
b. 3.40
C.-6.20
d. -9.60
O e. -8.60

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