What is the relationship between voltage and resistance in a circuit?

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Homework Help Overview

The discussion revolves around understanding the relationship between voltage and resistance in a circuit, specifically focusing on a single pair node circuit. Participants are attempting to solve a problem involving the application of Kirchhoff's laws and Ohm's law to find current values.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants discuss the application of Kirchhoff's current law and the necessity of Ohm's law. Questions arise regarding the assignment of current direction and the relationship of voltage across different resistors in the circuit.

Discussion Status

Some participants are clarifying their understanding of voltage across circuit elements and exploring the implications of their assumptions. Guidance has been offered regarding the assignment of current direction and the relationship between voltages across resistors.

Contextual Notes

There is an emphasis on the need for careful assignment of current direction and the potential for negative values to indicate incorrect assumptions. The circuit's layout is noted as a factor that may obscure understanding of voltage relationships.

mino206
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Hello to all,
I have been having problems to solve the exercise below,I tried to apply Kirchoff's current law at every node but still couldn't find the answer.The exercise is about finding the values of i(a),i(b)and i(c).
I hope I will have my answers here from you.
Thanks.
 

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mino206 said:
Hello to all,
I have been having problems to solve the exercise below,I tried to apply Kirchoff's current law at every node but still couldn't find the answer.The exercise is about finding the values of i(a),i(b)and i(c).

Just Kirchhofs laws aren't enough. You'll need Ohms law at some point.

If you assign 0 volts to the wire at the bottom of the circuit you'll see that there
is actually only one point in the circuit that is at a different voltage. Call this voltage
V. If you knew V it would be easy to find all the currents in the circuit. You can
eliminate V from these equations to get a system of equations for I_a,I_b and I_c
 
Hey,
thanks for your answer,it is a single pair node circuit so the voltage across all the elements is the same.I know what I did wrong(and kept repeating the same mistake),it was in assigning the current's direction in the 60ohms resistor.
Is there an easy way to assign the direction of the current in each element without making mistakes?
 
mino206 said:
Hey,
thanks for your answer,it is a single pair node circuit so the voltage across all the elements is the same.I know what I did wrong(and kept repeating the same mistake),it was in assigning the current's direction in the 60ohms resistor.
Is there an easy way to assign the direction of the current in each element without making mistakes?

Generally No. However it's not really necessary. If you made the wrong assumption the
current should turn out negative
 
Thanks again,yes it makes sense now.But in the above circuit,is the voltage across the 60ohms resistor the same as the voltage across the 600ohms?Do all the elements in this circuit have the same voltage?
 
mino206 said:
Thanks again,yes it makes sense now.But in the above circuit,is the voltage across the 60ohms resistor the same as the voltage across the 600ohms?Do all the elements in this circuit have the same voltage?

I thought that was what you wrote in your previous post. You can of course easily check for yourself. if one end of circuit element 1 is connected with one end of circuit element 2, and the other end of circuit element 1 is connected to the other end of circuit element 2, they will have the same voltage.

The way the circuit is drawn makes it not very obvious that this is the case.
 

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