Use Gaussian elimination to solve x+2y-z=-3, 2x-4y+z=-7, -2x+2y-3z=4

the305itself

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Hello. I have attached an image to this thread. I am looking for an explanation for the right answer. I cannot seem to create the Gaussian elimination. Any help would be appreciated. Thanks.
 

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… I am looking for an explanation for the right answer. I cannot seem to create the Gaussian elimination. Any help would be appreciated.
Hello. It's a bit hard to know what kind of help you need. This is a tutoring web site. We don't generally provide immediate answers to homework; instead, we help by answering specific questions you may have about the process, by checking your work in progress, and by offering corrections, suggestions and sometimes links to online lessons or videos.

Please take a moment to read the complete forum guidelines. (There's also a summary here.)

In short, please show us what you've tried (even if you think it's wrong). It really helps the volunteer tutors, if you also identify any particular steps or parts of the exercise that you find confusing or unfamiliar.

We look forward to seeing your work, and welcome to the boards. :cool:
 
Use Gaussian elimination to solve the following system of equations.

. . . . .\(\displaystyle \left\{\begin{align}\hphantom{-2}x\, +\, 2y\, -\,\hphantom{3}z\, &=\, -3\\ \hphantom{-}2x\, -\, 4y\, +\, \hphantom{3}z\, &=\, -7\\-2x\, +\, 2y\, -\, 3z\, &=\, \hphantom{-}4\end{align}\right.\)



I am looking for an explanation for the right answer.
There are loads of great online explanations of how to arrive at "the right answer"! Try here.

I cannot seem to create the Gaussian elimination.
I'm sorry, but I don't understand what you mean by not being able to "create" the elimination...? Please reply showing what you've tried so far, as this will be very helpful to us in understanding what's going on. Thank you! ;)
 
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