Engineering Solving Circuit Problem: 3 & 2 Ohms Resistors

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The discussion focuses on solving a circuit problem involving 3 and 2 ohm resistors. Participants express confusion about the configuration of the resistors, particularly regarding whether they are in parallel or series. A suggestion is made to re-draw the circuit with the 5 and 20 ohm resistors positioned vertically for clarity. It is emphasized that rearranging components is permissible as long as connections remain intact. The key takeaway is to analyze the connections carefully to simplify the circuit effectively.
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Homework Statement



lol.png


Homework Equations


Req =R1 + R2

Req = (R1*R2)/(R1 +R2)


The Attempt at a Solution



No idea how to do that . Was thinking maybe making the 3 and 2 ohms resistors equivalent (assuming parallel). I have no idea what to do with the top wire . How do I simplify this circuit?
 
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The 2 and 3 Ohm resistors are not in parallel (their upper ends are not connected).

Hint: Re-draw the circuit with the 5 and 20 Ohm resistors in a vertical position.
 
RiceKernel said:

Homework Statement



lol.png


Homework Equations


Req =R1 + R2

Req = (R1*R2)/(R1 +R2)


The Attempt at a Solution



No idea how to do that . Was thinking maybe making the 3 and 2 ohms resistors equivalent (assuming parallel). I have no idea what to do with the top wire . How do I simplify this circuit?

You're allowed to re-arrange the components on the page so long as all the connections remain the same. Take a close look at how the 5 and 20 Ohm resistors are connected. Better yet, move terminals a and b to the other end of the circuit. You can do this because a continuous wire path is all the same node, and anything connected to it can be moved to another point on the same conductor.

attachment.php?attachmentid=73120&stc=1&d=1410636187.gif
 

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