Impedance in an electric Circuit

AI Thread Summary
Impedance can be considered in circuits with only resistors, as all impedances are real and lack an imaginary component. In such cases, the circuit can be treated like a DC circuit, as there is no frequency dependence. The analysis for AC voltage sources involves shorting them out, similar to how one would handle DC sources. Therefore, it is valid to apply Ohm's Law (V=IR) directly in this scenario. Overall, the discussion confirms that impedance is relevant even in purely resistive circuits.
wheybags
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Homework Statement



O1IIO.png


Homework Equations



V=IR ?

The Attempt at a Solution



My main problem with this question is that impedance seems to apply only when inductors and capacitors are involved, but this circuit includes only resistors, so it seems to me like I could just treat it as resistance in this case.
Any help would be appreciated. Thanks,
wheybags.
 
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wheybags said:

Homework Statement



O1IIO.png


Homework Equations



V=IR ?

The Attempt at a Solution



My main problem with this question is that impedance seems to apply only when inductors and capacitors are involved, but this circuit includes only resistors, so it seems to me like I could just treat it as resistance in this case.
Any help would be appreciated. Thanks,
wheybags.

Yes, all of the impedances in this circuit are resistances.
 
Does that mean I can just treat it exactly like I would a DC circuit?
 
wheybags said:
Does that mean I can just treat it exactly like I would a DC circuit?

Yes. The AC voltage sources are shorted out for this analysis, just as you would do for a DC source.
 
My main problem with this question is that impedance seems to apply only when inductors and capacitors are involved,

No, impedance applies as well with R L and C involved.
In a circuit with only resistors, all impadances are real (there's no imaginary part).
 
Quinzio said:
No, impedance applies as well with R L and C involved.
In a circuit with only resistors, all impadances are real (there's no imaginary part).

But can I still treat it like a DC circuit?
 
wheybags said:
But can I still treat it like a DC circuit?

Yes. When it is all resistors, there is no frequency dependence.
 
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