Kirchhoff's rule and multivariable algebra

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Homework Help Overview

The discussion revolves around solving a set of equations related to voltage and current in a physics context, specifically applying Kirchhoff's rules. The original poster expresses difficulty with the algebra involved in manipulating the equations to isolate variables.

Discussion Character

  • Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to expand one of the equations based on the relationship between the variables. Some participants suggest solving for one variable and substituting it into another equation to simplify the problem.

Discussion Status

Participants are actively engaging with the equations, providing suggestions for algebraic manipulation. There is a focus on substituting expressions for variables to facilitate solving the equations, though no consensus on a complete solution has been reached.

Contextual Notes

The original poster indicates a lack of confidence in their algebra skills, which may be impacting their ability to progress with the problem. The equations provided are interconnected, and assumptions about variable relationships are being explored.

FiveAlive
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I'm working on some voltage/current physics problems and I think I understand the concepts however I believe the algebra is holding me back(not my strong point). Could someone make some suggestions how I could solve for at least one of these variables by using a combination of theses three equations?

eq 1) A+B=H

eq 2) A(0.1) + 12 = B(0.01) +14

eq 3) B(0.01) + H(1.20) = 12

I believe that the first step is to expand eq 3 since H=A+B into

B(0.01) + A(1.2) + B(1.2) = 12 but beyond that I am unsure.

thanking you in advance,
Linus
 
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Solve eq 2) for A. Plug that into your last equation
 
Is this what you mean?

A(0.1) + 12 = B(0.01) +14
A= 20+ B(0.1)


Cheers, thanks so much.
 
FiveAlive said:
Is this what you mean?

A(0.1) + 12 = B(0.01) +14
A= 20+ B(0.1)


Cheers, thanks so much.

Yes.

Now put {20+ B(0.1)} into B(0.01) + A(1.2) + B(1.2) = 12 , in place of A.
 

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