Mixed-Connection Circuit Analysis 5 Consider the circuit shown with the following parameters: Is = 190 mA R₂ = 68 Q R₁ = 120 R₁ = 180 R₂ = 820 V. R₁ Vy R₂ 1₁ Is 19 +12 R₁ The correct answers are: V = 1.52 V V=7.178 V VAB 5.658 V B VAB 1₁ =150.2 mA 1₂ = 24.26 mA AB= 126 MA Try another question like this one With the terminals A-B disconnected, determine the indicated voltages V and Vy V₂= 0 V V₁= 0 V and hence, or otherwise, determine the open-circuit voltage VAB across the terminals A-B: VAB = 0 x V If the terminals A and B are now connected (by an ideal wire), determine the indicated currents 1₁ and 12 1₁ = 0X MA 1₂= 0X MA and hence, or otherwise, determine the current 'flowing' through the terminals from A to B, i.e., IAB: AB 0 mA

Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter19: Capacitors
Section: Chapter Questions
Problem 3PA: You find that a 25-F capacitor connected to 480 VAC is defective. The storeroom has no capacitors...
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Mixed-Connection
Circuit Analysis 5
Consider the circuit shown with the following parameters:
R₂ = 68 Q
R₁ = 120
Is
= 190 mA
Is
V.
R₁ V₁
h
1₂
R3
R₁ = 180
R3 = 82 02
R₂
R4
The correct answers are:
Vx=1.52 V
Vy=7.178 V
VAR 5.658 V
A
B
VAB
/₁ = 150.2 mA
/₂ = 24.26 mA
AB = 126 MA
Try another question like this one
With the terminals A-B disconnected, determine the indicated voltages V and Vy
V₂0x V
0 X V
X
Vy
and hence, or otherwise, determine the open-circuit voltage V
0 XV
V
AB
AB across the terminals A-B:
If the terminals A and B are now connected (by an ideal wire), determine the indicated currents 1₁ and 12
1₁1₁ = 0X MA
1₂= 0X MA
and hence, or otherwise, determine the current 'flowing' through the terminals from A to B, i.e., AB:
IAB
0X MA
Transcribed Image Text:Mixed-Connection Circuit Analysis 5 Consider the circuit shown with the following parameters: R₂ = 68 Q R₁ = 120 Is = 190 mA Is V. R₁ V₁ h 1₂ R3 R₁ = 180 R3 = 82 02 R₂ R4 The correct answers are: Vx=1.52 V Vy=7.178 V VAR 5.658 V A B VAB /₁ = 150.2 mA /₂ = 24.26 mA AB = 126 MA Try another question like this one With the terminals A-B disconnected, determine the indicated voltages V and Vy V₂0x V 0 X V X Vy and hence, or otherwise, determine the open-circuit voltage V 0 XV V AB AB across the terminals A-B: If the terminals A and B are now connected (by an ideal wire), determine the indicated currents 1₁ and 12 1₁1₁ = 0X MA 1₂= 0X MA and hence, or otherwise, determine the current 'flowing' through the terminals from A to B, i.e., AB: IAB 0X MA
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