Engineering Solve Rth for Circuit | Get Expert Help Now

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To find the Thevenin resistance (Rth) for the circuit, R3 cannot be omitted as it is essential for the current path from A to B. When the voltage source is replaced with a wire, R5 can be eliminated, resulting in a combined resistance of 0 Ohms for R5. The remaining resistors R1 and R4 are in series, and their combination is in parallel with R2. This entire setup is then in series with R3, leading to a calculated Rth of 5.4 k Ohms. The discussion concludes with confirmation of the correct approach and solution.
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Homework Statement


Hi,

I am trying to find Rth for this circuit but I am not sure if I've got it right, could someone give a hand?

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The Attempt at a Solution


I think R3 can be omitted and R1, 2, and 4 are in series so the answer is 10k Ohms as R5 is in parallel to what was the power source (now a wire) can be omitted as well?

Thanks!
 

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R3 cannot be omitted as there is no path from A to B that can avoid it.

What's the procedure for finding the Thevenin resistance of a circuit?
 
Really? I thought that when Vt has been replaced by a wire (as you do to fine Rth) then all the current can go through the new wire instead?
 
Inject a current at A and show how it can get to B without passing through R3. Shorting the voltage supply (replacing with a wire) does not make a difference there. It does, however, let you eliminate another resistance...
 
Oh sorry, I'm getting confused with R5. (You can get rid of R5 can't you?)
 
GBA13 said:
Oh sorry, I'm getting confused with R5. (You can get rid of R5 can't you?)
Yup. Suppressing the voltage source shorts out R5, so their combined resistance is 0 Ohms.
 
So then R1 and R4 are in series and that pair is in parallel to R2. That whole combination is then in series with R3 to make Rth 5.4 k Ohms? :)
 
GBA13 said:
So then R1 and R4 are in series and that pair is in parallel to R2. That whole combination is then in series with R3 to make Rth 5.4 k Ohms? :)
Yes! :approve:
 
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gneill said:
Yes! :approve:

Yay! Thanks very much! :D
 
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