How do transformers affect power transmission in a circuit?

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Homework Help Overview

The discussion revolves around the effects of transformers on power transmission in a circuit, specifically focusing on the behavior of current and voltage in relation to step-up and step-down transformers. Participants are exploring the implications of resistance in real wires versus ideal conditions.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants attempt to identify the nature of transformers in the circuit and question how current and voltage behave along a transmission line with resistance. There is discussion about the correctness of specific options related to current and voltage changes.

Discussion Status

The conversation includes attempts to clarify misunderstandings about current flow and voltage drop across resistors. Some participants express confidence in their conclusions, while others seek further validation of their reasoning regarding the relationship between current and voltage in the context of resistance.

Contextual Notes

Participants are considering the implications of non-ideal conditions, such as resistance in wires, and how these affect the expected outcomes in transformer behavior. There is an ongoing examination of assumptions related to current flow and voltage potential differences.

titanium90
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Homework Statement



As attached.


Homework Equations



-

The Attempt at a Solution



I think P is a step-up transformer while Q is a step-down transformer. Does the current and/or voltage change during XY? I know the answer is either B or C, but I do not the explanation. Can anyone please explain to me the correct answer.

Thank you very much and have a nice day ahead!
 

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titanium90 said:

Homework Statement



As attached.


Homework Equations



-

The Attempt at a Solution



I think P is a step-up transformer while Q is a step-down transformer. Does the current and/or voltage change during XY? I know the answer is either B or C, but I do not the explanation. Can anyone please explain to me the correct answer.

Thank you very much and have a nice day ahead!

Any real wire (unlike the "ideal" wires you deal with in circuit problems) is going to have some non-zero resistance. What does that tell you?
 
Thanks for the reply!

So am i correct to say the current decreases along XY since it is going to meet some resistance. Thus, B is true. However, by Ohm's Law (V=RI), the voltage across at X should be greater than that across at Y, making C also true?

I am sorry if I misunderstood somewhere.
 
titanium90 said:
Thanks for the reply!

So am i correct to say the current decreases along XY since it is going to meet some resistance. Thus, B is true. However, by Ohm's Law (V=RI), the voltage across at X should be greater than that across at Y, making C also true?

I am sorry if I misunderstood somewhere.

Current does not decrease along a resistor. If the current at one end was greater than the current at the other end, then you'd have a "pile up" of charge somewhere (either that or you'd have charges disappearing inexplicably). This doesn't happen.

It's true that the current is less than it would have been if you had no resistance (or at least a much smaller resistance). But for a given resistance, the current value is determined and is the same everywhere along the transmission line.
 
Thanks for the second reply!

So I know that option B is the correct answer to the question.

I have a last question: Am I correct to say that since current flows from a high potential (X) to low potential (Y), so the voltage across the power line at X is greater than the voltage across the line at Y?

Thank you so much!
 
titanium90 said:
Thanks for the second reply!

So I know that option B is the correct answer to the question.

I have a last question: Am I correct to say that since current flows from a high potential (X) to low potential (Y), so the voltage across the power line at X is greater than the voltage across the line at Y?

Thank you so much!

Yeah, your application of Ohm's Law was correct. The voltage drop across the resistor is always such that the potential is higher at the end where the current is entering the resistor than it is at the end where the current is leaving it.
 

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