8) Find the Norton equivalent of the circuit according to points A and B, then calculate the current flowing through the resistor R2. V1 12V R1 M 100 A B R3 M 200 R2 50 PR1 PR2 11 1A I: 133 mA 1(p-p): 0 A I(rms): 0 A I(dc): 133 mA I(freq): -- R5 50 V: -7.13 V V(p-p): 0 V V(rms): 0 V V(dc): -7.13 V V(freq): -- R4 100
8) Find the Norton equivalent of the circuit according to points A and B, then calculate the current flowing through the resistor R2. V1 12V R1 M 100 A B R3 M 200 R2 50 PR1 PR2 11 1A I: 133 mA 1(p-p): 0 A I(rms): 0 A I(dc): 133 mA I(freq): -- R5 50 V: -7.13 V V(p-p): 0 V V(rms): 0 V V(dc): -7.13 V V(freq): -- R4 100
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter7: Parallel Circuits
Section: Chapter Questions
Problem 4PP: Using the rules for parallel circuits and Ohmslaw, solve for the missing values....
Related questions
Question
![8) Find the Norton equivalent of the circuit according to points A and B, then calculate the current
flowing through the resistor R2.
V1
12V
R1
M
100
A
B
R3
M
200
R2
50
PR1
PR2
11
1A
I: 133 mA
1(p-p): 0 A
I(rms): 0 A
I(dc): 133 mA
I(freq): --
R5
50
V: -7.13 V
V(p-p): 0 V
V(rms): 0 V
V(dc): -7.13 V
V(freq): --
R4
100](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F52a2db47-a973-4bc9-adc0-b0a76fbdfe0d%2F272a6063-5376-425f-a3d7-77720d58502e%2F8m5wi62_processed.png&w=3840&q=75)
Transcribed Image Text:8) Find the Norton equivalent of the circuit according to points A and B, then calculate the current
flowing through the resistor R2.
V1
12V
R1
M
100
A
B
R3
M
200
R2
50
PR1
PR2
11
1A
I: 133 mA
1(p-p): 0 A
I(rms): 0 A
I(dc): 133 mA
I(freq): --
R5
50
V: -7.13 V
V(p-p): 0 V
V(rms): 0 V
V(dc): -7.13 V
V(freq): --
R4
100
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