Okay.
So they discussed how to find out the rank of a given matrix for that purpose as they create a matrix.
So I'm just going to the data containers here.
I have a guess.
Okay.
Then create a matrix using this mosquito.
Or like this.
Or here.
This is.
I'm just increase the order.
And right now, I'm just taking these additions.
All right.
Now, this is if people see any or their doesn't.
You can just use.
But dysfunctional.
So those are the metrics.
So right now I'm just deleting this function or here this is my legacy.
The values are.
Sexy.
This is my.
So my picks of three eight order.
Now I want to find out.
So frankly, even metrics using my pick function.
So I just go to the long window over here and the matrix mathematics function.
It's linear algebra.
You can find out the metrics, right?
So just drag and drop this function practice or here it will provide you the rank of this given real
metrics.
So I just increase the size
or here is 36 and this you can find on the right.
So I guess it on right now.
And you see the rank is three and if I put value or here zero, then you know how just check the rank
and you see the rank is.
So like just continuously.
And I know that here rank is three your.
Zero zero.
You know, I mean, I think it's.
I know, but I guess what?
So this is how you can find out.
All right.
And there are some other function also in this.
Mathematics.
Linear algebra.
So I just go to the linear algebra.
So let's say I want to find out the inverse of you and I guess log it.
I want to find out the inverse of this.
My.
I want to find out that on all of these metrics, I want to find over the metric square.
Like this.
You can use these functions.
And you.
Mathematics.
Or you can perform.
Different mathematical operations using these functions.
Let's say I want to find over the eigenvalue of the matrix also.
So this or here, this is the rank.
It will provide me the eigenvalues for view and Matrix.
Actually provide me the eigenvector for viewing matrix.
It will provide me the inverse matrix.
And over here, when you give me the principles of this, you in my tracks and you give me the URL of
given my yes control you and this is my input.
My six or here.
This is my rank.
This is my eigenvalues.
Or here.
This will provide me nine months of my university.
It will provide me the cross bowls.
It will provide me thus career.
This will provide me the eigenvector.
Okay so when I on Donovan Beck on.
As you see in my picks, the lists and eddies that cross holes like or here or is in this first row
and over here is normal for these over here.
So this is the matrix transpose.
And for here I was.
These are the I didn't rehearse.
Just increase the size and or hair.
These are my values.
Values are there.
And over here.
This is the matrix.
So let's say.
Just.
We have to check.
Operational transport's on track.
So first, I want to find out mental health metrics.
And I want to find out what are the mental transposed metrics.
So for breakfast, was I just for linear algebra?
And or.
Here, this is my.
So I just.
And what metrics is my metrics or have I got to commend and hopefully this.
And I want to focus on cross-border mechanics for foreign deployment to down photometric neutrophil
metrics and all of this normal ligament.
Then put matrix matrix.
So let's check the effect of Task Force on Big Mac.
So controlling E or here, this is my command, so.
And I hit on Longbottom.
As you see, there is no effect on that task force and the both the case is that commands.
So for that one I just change the display for.
Let's see.
Okay.
Stopping by.
So as we see again or hear this play for America, I want to change this 14 day.
Okay.
So then if you don't run with them, let's say you have to continuously run this.
And I want to change some value here to one.
My point is, I'm all these values.
I know the rank is on somebody and you can check that change or help.
So this is how you can find out the rank.
Okay, Matrix, how you can find over that determinant or matrix, how you can find out then what's
my base?
How you can find out the general and eigenvector and how you can make use of a given matrix so you can
change your matrix.
Or here I fixed by you and you can find out that these rank determinant transpose using matrix operations
like.