Multiplying Matrices (Matrix Multiplication) [fbt]

[@FortBendTutoring]

Here's some helpful timestamps 4 this [fbt] matrix video! [fbt] Timestamps 04:06 [1] 2x1 by 1x2 matrices 07:14 [2] 2x2 by 2x2 square matrices 11:29 [3] 3x1 by 1x2 matrices 13:57 [4] 2x3 by 2x3 matrices 15:22 [5] 3x3 by 3x3 square matrices 22:10 [6] 1x3 by 3x2 matrices 24:43 [7] 2x2 by 2x2 square matrices with variables 28:13 [8] 4x3 by 3x2 matrices Peace, Mr. Whitt

[@Myah_W]

Could you do a video on how to solve systems of equations using the matrix method. I love you videos they've been a great help.

[@FortBendTutoring]

Absolutely! I’ll be doing those very soon!

[@Myah_W]

@@FortBendTutoring okay cool thank. I look forward to it

[@chikondikalililo1253]

Love you sir💁

[@Myah_W]

You video has been a great help could you do a video on solving systems of equations using the matrix method

[@FortBendTutoring]

Here you go: Solving Systems of Equations: The Gauss-Jordan Method (Reduced Row Echelon Form) [fbt]

[@obinnanwakwue5735]

"...with the ugly 3 that is getting changed right now..." YES!

[@normanhenderson7300]

He dyslexic when he attempts to write a 3, and writing curly brackets. I do to when writing curly brackets.

[@normanhenderson7300]

I looked at matrices, but the lessons were a bit less clear. This demonstration is presented in a fundamental manner.

[@FortBendTutoring]

Thanks 4 the constructive feedback Norman! It’s highly appreciated!

[@normanhenderson7300]

Is it a standardized way to describe a matrix by describing it by the column-row or row-column method? Is there flexibility in doing so?

[@FortBendTutoring]

In my experience, matrices are always described using the row by column method (i.e. 3 x 4 means a matrix with 3 rows and 4 columns) or a version of it that has the rows before the columns.

[@normanhenderson7300]

Do you have to say red box it? Never mind say it if it makes you deliver better and makes you feel better.

[@FortBendTutoring]

It does make me feel and deliver better Norman! It has been life changing! 😎👨🏾‍🏫

[@AceHardy]

💻📱