Current through an Ammeter in an Electric Circuit

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Homework Help Overview

The discussion revolves around determining the current through an ammeter in an electric circuit, specifically focusing on the relationships between resistors and the application of circuit theorems such as Thevenin's theorem.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants explore the configuration of resistors, particularly the parallel connection of two 100-ohm resistors, and question how this affects the current through the ammeter. There are discussions about applying the loop rule and simplifying the circuit to find the equivalent resistance.

Discussion Status

The conversation includes various attempts to simplify the circuit and understand the current distribution. Some participants suggest redrawing the circuit and collapsing resistances, while others provide hints about using Thevenin's theorem to analyze the circuit. There is an ongoing exploration of how to approach the problem without reaching a definitive conclusion.

Contextual Notes

Participants note the need to consider the resistance of the ammeter, which is assumed to be zero in some discussions. There are also mentions of needing to compute total resistance to find the current through specific components, indicating potential gaps in information or assumptions that are being questioned.

  • #31
VSayantan said:
Oh!
Yes, you are right.

The current is $$i=\frac {6000}{110}~V \times \frac {110}{12000}{\Omega}^{-1}$$
i.e., $$i=50.0~mA$$
There's again one typo in your equation, but the final result is correct.
 
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  • #32
You're still not getting the obvious simplified circuit. Draw the circuit WITH the voltage source AND the ammeter AND 3 resistors, one in series w/ the voltage source, one in series w/ the ammeter and one in the bottom line.

You want to get to the point where when your eyes see this:
ckt1.JPG


Your brain sees this, pretty much automatically
ck2.jpg


That IS of course based on the specific question being answered. This reduction might not be as helpful if you were asked to find the voltage across the left-most resistor (although even for that, I would still do this reduction, get the current in that line and then the voltage)
 

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