If the Z parameter matrix of a two-port network is given by Z11 = 2- j4 Q Z12 = -j4 0 Z21 = -j4 0 Z22 = -12 0 The equivalent Y parameter matrix is given by y11 =(real part) (imag part) S. Do not write units and j, round off to one(1) decimal place. Y12 = (real part) (imag part) S. Do not write units and j, round off to one(1) decimal place. Y21 =(real part) (imag part) S. Do not write units and j, round off to one(1) decimal place.
If the Z parameter matrix of a two-port network is given by Z11 = 2- j4 Q Z12 = -j4 0 Z21 = -j4 0 Z22 = -12 0 The equivalent Y parameter matrix is given by y11 =(real part) (imag part) S. Do not write units and j, round off to one(1) decimal place. Y12 = (real part) (imag part) S. Do not write units and j, round off to one(1) decimal place. Y21 =(real part) (imag part) S. Do not write units and j, round off to one(1) decimal place.
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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Transcribed Image Text:If the Z parameter matrix of a two-port network is given by
Z11 = 2- j4 Q
Z12 = -j4 0
Z21 = j4 0
Z22 =
-j2 0
The equivalent Y parameter matrix is given by
Y11 =(real part)
(imag part)
S. Do not write units and j', round off to one(1) decimal place.
Y12 = (real part)
(imag part)
S. Do not write units and 'j', round off to one(1) decimal place.
Y21 =(real part)
(imag part)
S. Do not write units and 'j', round off to one(1) decimal place.
Y22 =(real part)
(imag part)
S. Do not write units and 'j', round off to one(1) decimal place.
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