Algebra 55 - Gauss-Jordan Elimination

A system of linear equations in matrix form can be simplified through the process of Gauss-Jordan elimination to reduced row echelon form. At that point, the solutions can be determined directly from the matrix, without having to convert it back into equations.

[AC_Blanco]

It must take days to write the script, record, edit. Top job mate.

[maggrey]

the best gauss-reduction explanation in the example work out above all th videos on youtube! excellent work WhyU!!

[craigkaseke]

cool graphic s ad information...which software dd you use ?

[AJG]

What grade would you learn this in? Ive seen this topic as part of pre calc and also part of linear algebra.

[Thefakisgoinon]

Clean and simple explanation, well done

[osamamohammad]

Thank you very very very much 😍
This is the best explanation in the world

[beautyseale]

The right to left and bottom to top really helped, I was confused!!! Thank you sir🙏🏾

[atoarhin]

A very good explanation. Highly appreciated, sir

[Groundsquirrel]

It just gets better. Can't wait for the next one.

[wwayaka]

Love the explanation! Thank you very much!!

[loganathanm]

Really good animation explanation...which software did you used.. can you tell that

[justakizuner]

Thank you professor, really helpful for me

[Tengizxan]

Is there any video on inverses of matrix? BTW great video and great explanation!

[yttricks]

nice but you say that in row echelon form leading entry will be one as it necessary, as it is requirement for reduced echelon form

[nhlanhlamasud]

Gr8 video sir, thank you sooo much for this wonderful and concise explanation. GOD bless you big time.

[dsbohra]

Bloody superb! crystal clear even for a dumb like me....thanks a lot.

[mli]

I have question, if a matrix is not n*n, but m*n what is the main diagonal?

[josettejackson]

Why is there no information regarding who Jordan is, or why his name is part of this part of algebra or where he is from as the professor so proudly gave the background bio on Gauss "from germany"?

[SS-pnss]

Thank you so much, great representation.

[pinkipiepie]

Can you do a video on simplifying rational expressions please.