Engineering Circuit analysis - proportionality

AI Thread Summary
The discussion revolves around challenges faced in circuit analysis homework, specifically regarding two problems. The first problem seems manageable, while the second presents significant confusion, particularly in applying concepts like labeling sources and determining voltage or current. There is a misunderstanding about the configuration of resistors, particularly the relationship between a 34 ohm resistor and others in the circuit. Additionally, there is a critical error in the application of Thevenin transformation, leading to incorrect identification of the 4 ohm resistor. Clarification on these points is sought to aid in solving the problems effectively.
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Homework Statement



iImxa.jpg


rPlFt.jpg


Homework Equations


First problem:
SMRmM.jpg


Second problem:
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The Attempt at a Solution


I assume it is acceptable to lump this section into the previous one, as I believe they go hand in hand in this case. My apologies if not.

I am definitely a lot more lost in the second problem than I am in the first. I feel like I may have gotten the first one done just fine, but I am pretty stumped on the second problem. I am stuck at the point where I am at :(

In an example, my professor said to just label the source as I_s and then to assume I_o as 1v, then work from there, but that was an example where we were hoping to find voltage. I wasn't sure if I should do the same, but with current this time. Very confused :(

Any help would be greatly appreciated :)

Cheers!
 
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How are you adding the 34 ohm resistor with 72 and 8 ohm resistors?

Certainly the 34 ohm resistor is not in series with those two.
 
In the first problem you're supposed to be looking for the power dissipated by the 4 Ohm resistor, but in your very first step (Thevenin transformation) you've eliminated the 4 Ohm resistor as a separate component. The 4 Ohms that you found the power for in your final step was not the original 4 Ohm resistor, but in fact the sum of the 3 and 1 Ohm resistors!
 

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