Simılarly, the current flowing through the R2 can R1 12 = Is R1+ R2 S %3D Procedure: Part 1: Voltage Divider Rule 151age

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Electical Circut Analysis Lab
It worthy to known this expression is only valid if the same current I
through all the resistors.
The Current Divider Rule (CDR) states that the current through one
parallel branches is equal to the resistance of the other branch divide
sum of the resistances of the two parallel branches and multipliec
total current entering the two parallel branches in figure(2). That is,
R,
R:
Fig. 2 Current Divider
V/R1
R2
%3D
1
R1 + R2
VRI+ RZ
R2
Or =
* Is
R1+R2
Similarly, the current flowing through the R2 can be obtained as:
R1
12 =
R1 + R2
Procedure:
Part 1: Voltage Divider Rule
151age
Transcribed Image Text:Electical Circut Analysis Lab It worthy to known this expression is only valid if the same current I through all the resistors. The Current Divider Rule (CDR) states that the current through one parallel branches is equal to the resistance of the other branch divide sum of the resistances of the two parallel branches and multipliec total current entering the two parallel branches in figure(2). That is, R, R: Fig. 2 Current Divider V/R1 R2 %3D 1 R1 + R2 VRI+ RZ R2 Or = * Is R1+R2 Similarly, the current flowing through the R2 can be obtained as: R1 12 = R1 + R2 Procedure: Part 1: Voltage Divider Rule 151age
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