Examples of 'augmented matrix' in a sentence

Meaning of "augmented matrix"

augmented matrix: In mathematics, an augmented matrix is a matrix obtained by appending the columns of two given matrices, often used in solving systems of linear equations
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  • Matrix obtained by appending the columns of two given matrices, usually for the purpose of performing the same elementary row operations on each of the given matrices.

How to use "augmented matrix" in a sentence

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augmented matrix
This augmented matrix corresponds to the system.
This is another interpretation of this augmented matrix.
It is the augmented matrix for the system.
Solve the system whose augmented matrix is.
Write an augmented matrix for this system.
So we solve the system whose augmented matrix is.
So the augmented matrix would look like that.
So let us just create an augmented matrix right here.
The augmented matrix of the system is.
Determine whether the given augmented matrix is consistent.
The augmented matrix for the system of equations.
And this is called an augmented matrix.
Write the augmented matrix of the linear system.
Let us write the augmented matrix.
Write the augmented matrix of the system of equations.

See also

I can represent this problem as the augmented matrix.
Write the augmented matrix corresponding to the system of equation.
We can just set up an augmented matrix.
It 's to write an augmented matrix that represents these three equations of three unknowns.
So we did not even have to write a big augmented matrix here.
So let us construct the augmented matrix for this system of equations.
Now we can just solve this with an augmented matrix.
Example augmented matrix.
And we just got this from our technique of creating an augmented matrix whatnot.
And now I have my augmented matrix in reduced row echelon form.
A matrix derived from a system of linear equations is the augmented matrix of the system.
Let me rewrite my augmented matrix in the new form that I have.
Metrics and methods of analysis, product and augmented matrix.
What does this augmented matrix look like?
And they're not going to change the right-hand side of this augmented matrix.
We set up an augmented matrix.
The augmented matrix for the system is of the form C ~0 where.
So let me rewrite my augmented matrix.
So what 's the augmented matrix for this system of equations?
Well, first I would make an augmented matrix of it.
And you put the augmented matrix in reduced row echelon form, but the 0 's never change.
I will create an augmented matrix.
Putting these two matrices next to each other, the augmented matrix is,.
So the rank of the augmented matrix is equal to 2.
We just create an augmented matrix.
Before we had to do that augmented matrix and solve for it, whatnot.
So we can just set up this augmented matrix right here.
Now, I want to get this augmented matrix into reduced row echelon form.
So I will create an augmented matrix here.
Let's consider the Augmented Matrix for the system.
We put the left-hand side of our augmented matrix into reduced row echelon form.

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