In Exercises 1–8, write the augmented matrix for each system of linear equations.

Question

System of linear equations for Exercise 1 in college algebra, Chapter 7 on matrices.

Accepted Answer

determine the augmented matrix that corresponds to the systems of equations. Show. And we have a nice system equations here. In an augmented matrix, you can draw this with a bracket, align another bracket. Our first column, here's our ex con second columns. Ry third column is rz our last column is our constant column. So let's call that C. Now on a rose our top equation Question 1, 2nd row question to last row, question three. Now we can organize our values, we want the X for equation one first, which in this case is five. We just want the coefficient of the X. Same for the way that's negative two And C is four. And finally their constant is six. Now for the rest of the matrix we have one with the X. One for the Y nine for the Z two for the constant 6, 1 and -4 for the rest. This is our arguments that matrix, which means the answer to our problem. If you look over it's answer. A Okay, I hope to help you solve the problem. Thank you for watching. Good back.

In Exercises 1–8, write the augmented matrix for each system of linear equations.

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