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Mathematics 14 Online
OpenStudy (mortonsalt):

Linear algebra question! Will be posted below. Take note: R = 16.

OpenStudy (mortonsalt):

OpenStudy (mortonsalt):

I've gotten the equations for loop 1, 2, and 3. They are (respectively): \[6i_1 - 6i_3 -v=8\] \[9i_2-8i_3=3\] \[-6i_1-8i_2+19i_3-3i_4=0\]

OpenStudy (mortonsalt):

I think that the equation for loop 4 is, although I'm not entirely sure. \[-3i_3 +19i_4 -v=0\]

OpenStudy (mortonsalt):

The question asks for the voltage drop across the 3 Ohm resistor and the current through the 6 Ohm resistor. Thanks!

jigglypuff314 (jigglypuff314):

This is out of my league, sorry. Can someone else help? @mathmale @freckles @jim_thompson5910 @SolomonZelman @zepdrix

OpenStudy (mortonsalt):

@jigglypuff314 No worries! Thank you though. :)

OpenStudy (solomonzelman):

I am ridicuously bad at circuits. Especially reading from these diagrams, (although once I set a system I, like most people) can do whatever I desire to it ... )

OpenStudy (solomonzelman):

So if you want me to check the setup I am not of any help:(

OpenStudy (mortonsalt):

@SolomonZelman, that's quite alright. Thank you! :)

OpenStudy (anonymous):

I'm also a newb to this topic, but I can try c: Loop 2 and 3 seems right. You have to apply Supermesh (loops 1 & 4) at the current source. If we will do that, it will be: \( 6i_1-6i_3-3i_3+ 16i_4 + 3i_4=8\\ 6i_1-9i_3+19i_4=8\) Now, we have four variables so it means we need 4 equations. Let's look at the distribution of the current source wrt ground: |dw:1457664192154:dw|

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