Thursday, January 30, 2014

8.1 matrix

IHey guys today lets do some system of linear equations using Gaussian elimination!
Steps:
1.Write the augmented matrix of the linear equations 
2.use elementary row operations to rewrite the matrix in row-echelon form
3. Write the linear equations corresponding to the matrix in row-echelon form,
4. Use back-substitution to find the other variables
Now, are you ready for some problems?
Here are the two examples:
I pulled these examples from the practice problems, so you can check it out in miss v's math land!

1 comment:

  1. The process are detailed and accurate, but I think it would be better if you write some explanation on the sides. Because sometime it is hard to follow the steps. See you next week.

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