What is the current flowing in resistor BC in a complex circuit?

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Homework Help Overview

The problem involves a circuit with three resistors (AB, BC, and CD) and two batteries with different voltages and internal resistances. The goal is to determine the current flowing through the resistor BC.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the circuit configuration and the meaning of "connected together at B and C." There are attempts to clarify the arrangement of the resistors and batteries. Some suggest using Kirchhoff's laws to set up equations based on current loops.

Discussion Status

The discussion is ongoing, with some participants attempting to interpret the circuit and others expressing uncertainty about the provided information. Suggestions for drawing a schematic and applying Kirchhoff's laws have been made, but there is no consensus on the circuit's configuration yet.

Contextual Notes

There are indications that the original problem may lack sufficient detail for a complete solution, as noted by participants questioning the clarity of the circuit description.

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Homework Statement


AB, BC and CD are three resistors connected together at B and C. AB = 12 ohms, BC = 7 ohms, CD = 6 ohms. A battery of emf 48V and internal resistance 0.5 ohms has it positive pole connected to B and its negative connected to D. A battery of emf 74V and internal resistance 1 ohm has its positive pole connected to A and its negative pole connected to C. Find the current flowing in BC.


Homework Equations


E = I(R +r)
V = IR

The Attempt at a Solution



To be honest, I'm clueless.

I tried using E = I(R + r) but unsure how to add up resistors in a triangle :S
 
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I'm not sure of your circuit. Whnat does "connected together at B and C mean?
 
barryj said:
I'm not sure of your circuit. Whnat does "connected together at B and C mean?

I am not exactly sure either, I've just copied word for word the question my professor has given.
 
You should be able to draw the schematic with two current loops. Using Kirchoff's law, you can have two equations with two currents. Solve them simultaneously.
 
kingstar said:
I am not exactly sure either, I've just copied word for word the question my professor has given.

Then tell your professor that he has not provided enough information for there to be a solution.
 
An interpretation that seems to fit the bill:

attachment.php?attachmentid=58885&stc=1&d=1369068448.gif
 

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I think that there are 3 resistors in series. There are 4 terminals. 12 ohms between a and B, 7 ohms between B and C and 6 ohms between C and D. 48 volt battery with .5 ohm internal resistance connected with + to B and - to D.
 
Using gneil's diagram I'd just split it into 2 loops and then as 'barryj' suggested, solve them simultaneously.

Will try this and check if its right.

Thanks.
 

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