Example 2: Given the following circuit, using source transformation, answer the following questions by filling the table below Question la p- Answer IT R1 120 2 V1 R2 50 Ω R3 75 0 R4 12 V 3 A 220 2 1 - By transforming the source V1, we can obtain a current source of (a)_ the current is (b) up/down, in (c) parallel/series with _A, and the direction of R1. 2 - For simplifying the circuit to one current source and one resistor, we can obtain (a) Iout = with (b) Req= A, lout VOUT Reg

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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Example 2: Given the following circuit, using source
transformation, answer the following questions by
filling the table below
Question la ( r-
Answer
IT
R1
120 2
V1
R2
50 2
R3
750
R4
12 V
3 A
220 2
1- By transforming the source V1, we can obtain a
current source of (a)_
the current is (b) up/down, in (c) parallel/series with
A, and the direction of
R1.
2 - For simplifying the circuit to one current source
and one resistor, we can obtain (a) Iout =
with (b) Req=
_A,
lout
VOUT
Req
Transcribed Image Text:Example 2: Given the following circuit, using source transformation, answer the following questions by filling the table below Question la ( r- Answer IT R1 120 2 V1 R2 50 2 R3 750 R4 12 V 3 A 220 2 1- By transforming the source V1, we can obtain a current source of (a)_ the current is (b) up/down, in (c) parallel/series with A, and the direction of R1. 2 - For simplifying the circuit to one current source and one resistor, we can obtain (a) Iout = with (b) Req= _A, lout VOUT Req
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