1- Perform inverse z-transform using standard form (a) X(2) =2z+3 -1 (b) X(Z) = 3+2z + 3z

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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1- Perform inverse z-transform using standard form
(a) X(2) =2z+3
(b) X(z) = 3+2z + 3
2- Perform inverse z-transform using using partial fraction method
222 – 2.05z
X(2)
22 – 2.05z +1
3- Perform inverse z-transform using long division method
F(z) =
Z-0.5
Transcribed Image Text:Home work 1- Perform inverse z-transform using standard form (a) X(2) =2z+3 (b) X(z) = 3+2z + 3 2- Perform inverse z-transform using using partial fraction method 222 – 2.05z X(2) 22 – 2.05z +1 3- Perform inverse z-transform using long division method F(z) = Z-0.5
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