Kirchoff's Rules, Mathmatical/Logic help?

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SUMMARY

This discussion focuses on applying Kirchhoff's Rules to solve a circuit problem involving three unknown currents: IofA, IofB, and IofH. The user expresses confusion regarding the derivation of these currents and acknowledges the need for three equations to solve for the three unknowns. The solution involves using Kirchhoff's Current Law (KCL) and manipulating equations to isolate variables. The discussion emphasizes the importance of understanding linear systems of equations to effectively apply Kirchhoff's Rules in circuit analysis.

PREREQUISITES
  • Understanding of Kirchhoff's Current Law (KCL)
  • Basic knowledge of Ohm's Law (I = V/R)
  • Familiarity with linear systems of equations
  • Ability to interpret circuit diagrams
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  • Study methods for solving linear systems of equations
  • Learn how to apply Kirchhoff's Voltage Law (KVL)
  • Practice circuit analysis using circuit simulation software
  • Explore advanced topics in electrical engineering, such as nodal analysis
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Students in electrical engineering, educators teaching circuit analysis, and anyone seeking to improve their understanding of Kirchhoff's Rules and circuit problem-solving techniques.

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Hello all. I feel like such a retard, but there's an example problem in my book with the answer, and I just don't know how they are getting the answer. I suppose it's due to my lack of mathematical skills. I was wondering if someone could guide me on how they got the answer.

[PLAIN]http://img406.imageshack.us/img406/5328/kirchoff.jpg

The answer is at the bottom. I just don't understand how they are getting IofA, IofB, and IofH. I do realize that I = V/R, but I'm confused because their are 2 unknown variables in each question. I apologize in advance for my stupidity. :(
 
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For one thing, there must be one more equation as there are three unknowns. I suppose the third one comes form the first Kirchoff's rule applied to one of the nodes.

So you'll have 3 equations and 3 unknowns. There are several methods to solve linear systems of equations.
You don;t know any of them?
The most straightforward (not always the simpler) is to solve one equation for one of the unknowns (in terms of the other unknowns) and replace the expression in the other two. You'll have two equations with two unknowns. Then you repeat the procedure.
 
Please attach the circuit diagram.
 
nasu said:
For one thing, there must be one more equation as there are three unknowns. I suppose the third one comes form the first Kirchoff's rule applied to one of the nodes.

So you'll have 3 equations and 3 unknowns. There are several methods to solve linear systems of equations.
You don;t know any of them?
The most straightforward (not always the simpler) is to solve one equation for one of the unknowns (in terms of the other unknowns) and replace the expression in the other two. You'll have two equations with two unknowns. Then you repeat the procedure.

Ah, I apologize, didn't know the first equation that they gave was really relevant in solving the problem. But yeah, I took about a 6 year break from college, and it's been about 8 years since I've taken a dedicated math course, so I've mostly just forgot how to do this kind of math. Most of the things are coming back to me after I see how they are done though.


rl.bhat said:
Please attach the circuit diagram.

Sorry about that. Hope this helps:

[PLAIN]http://img697.imageshack.us/img697/4229/kirchoff2.jpg
 
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