How Do You Solve Problems Using Thevenin and Norton Equivalents?

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The discussion focuses on solving circuit problems using Thevenin and Norton equivalents. A user seeks guidance on a specific question and expresses confusion about the parallel components of the circuit. Responses highlight the importance of showing attempted methods to receive effective help. The first method used by the user is acknowledged as correct, while the second method's clarity is questioned. The conversation emphasizes breaking down the circuit into manageable sections for easier analysis and transformation.
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Hi, i need help on this question. Anyone can show me a step by step method. Thx.
 

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welcome to pf!

hi euphoria172! welcome to pf! :wink:

show us what you've tried, and where you're stuck, and then we'll know how to help! :smile:
 
Thx for the kind invitation.
I have tried the question but unsure of the answers.
I am also confuse on the parallel part of the circuit.
Please advise. Thx
 

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Why do feel that your Method 1 is incorrect? The results look fine :smile: It appears that you first found the Thevenin equivalent of the voltage source and first two resistors and then applied superposition to find the final Voc. Nothing wrong with that.

In your Method 2, it's not entirely clear to me what your steps were trying to accomplish. It appears that you were again trying to use superposition to find the contribution from each source, but for the voltage source you found the total current that it produces, not the portion flowing through the shorted output.

The method that you employed in the first attempt, namely working section by section through the circuit making Thevenin (or Norton) transformations can be very useful. It can allow you to combine sources easily as you go. Try it for the Norton equivalent: first convert the 25V source and 5 Ohm resistor to its Norton equivalent. What's then in parallel and can be combined? Rinse, repeat :smile:
 
Thx gneill. I realize i make a mistake on a similar question that cause me to doubt this answer.
Thx again. I appreciate your help. :biggrin:
 

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