Examples of 'my vector' in a sentence

Meaning of "my vector"

A phrase often used in computer programming or mathematics to refer to an array or data structure that holds multiple values or variables

How to use "my vector" in a sentence

Basic
Advanced
my vector
My vector x would look something like this.
I am gonna take this and multiply it by my vector.
I have lost my vector notation someplace over here.
So the hypotenuse is the length over my vector a.
So my vector b will look like that.
So let me draw my vector right there.
So my vector will look like this.
Three man squad closing on my vector right now.
What if my vector a looked like that and my vector b.
This would be another representation of my vector b.
My vector search found a known associate.
Closing on my vector right now.
My vector b looks like that.
I have quadrated my vector angles.
So my vector looks like this.

See also

This is my length of my vector a squared.
Let us say my vector a is a member of our subspace U.
That right there is my vector v.
That 's my vector a and this is my vector b.
This is the same thing as b dot b or the length of my vector b squared.
This is my vector b.
That means that if I take a transpose A times my vector v.
That was my vector v.
Times my vector v is now going to be equal to 2 times each of these terms.
So let me define my vector a.
I have lost my vector notation someplace over here. There you go.
So let us draw my vector x.
My vector b if I draw it in standard form, looks like this.
So this was my vector a.
I initialize this with zeros, and I set the same size as my vector p.
So that is my vector b.
I have quadrated my vector angles . I have adjusted for wind shear . Positive reinforcement.
My matrix uppercase A times my vector lowercase a.
I have quadrated my vector angles . I have adjusted for wind shear.
So I could have just as easily drawn my vector like that.
So let me define my vector a. I will make it nice and bold.
But I am going to define my vector.
So I am multiplying my vector times the scalar first.
I can represent it as c1 some scalar times my vector there.
He was my vector.
So, I have spent the last few years dressing windows with my vector designs.
So it looks like this . My vector b looks like that.
I just have to work out the physics. I have quadrated my vector angles.
We could also write I have my vector a, so I have my vector a.
That's what my line is, all of the scalar multiples of my vector v.
That 's the length of my vector a squared.
That 's my horizontal axis, and let me say that this is my vector x.
The length of my vector a is equal to -- and this is a definition.
And then I have the plus length of my vector y there squared.
So that is my vector a -- nice big and fat vector.

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