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A matrix derived from a system of linear equations (each written in standard form with the constant term on the right) is the ---Select--- matrix of the system.

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Answer:

augmented

Explanation:

In the field of linear algebra, the augmented matrix is defined as the matrix that is
\text{obtained by appending} the given columns of any two given matrices, that is usually for the
\text{purpose of performing the same elementary row operations on each of the given matrices. }

Here, each row forms an equation having a constant and the column have the coefficients for the single variable.

Thus an augmented matrix is obtained from a system of linear equation in matrix.

User Sajjan Singh
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