Examples of 'position vector' in a sentence
Meaning of "position vector"
In mathematics and physics, a position vector refers to a mathematical expression or representation of a vector that defines the position of a point or object relative to a reference point or origin. It specifies both the direction and magnitude of displacement from the reference point to the desired location. Position vectors are frequently used in various physical and geometrical calculations, such as determining the distance or direction between two points
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- Of a point, a vector going from the origin to that point; equivalently, the transpose of the point.
How to use "position vector" in a sentence
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position vector
So my first position vector is the zero vector.
You can specify this as a position vector.
That position vector will look like that.
Each mass mi has a position vector qi.
A position vector defines a point in space.
Let me draw the position vector like that.
The displacement vector is called the position vector.
I could draw the position vector like this.
The position vector is a position value.
You have a position vector.
A vector which starts at the origin is called a position vector.
We could have a position vector that looks like this.
Or it could be specified as a position vector.
That is position vector r two.
Consider a single particle with mass m and position vector r.
See also
And this position vector.
Position vector of a point.
We have defined the position vector at a function of any time.
That clearly saying logic can be specified by another position vector.
Also called position vector.
And a position vector is really the same thing as a position coordinate.
With a variable position vector.
The position vector of a particle is different relative to different frames of reference.
Either a position vector.
On the right hand side we see the spherical components rq of the position vector r.
Where is the position vector and is the vector potential.
The eigenvalue of the operator is the position vector of the particle.
The position vector.
Think of it is as a position vector.
It is this position vector minus that position vector gives you this one.
So what is the derivative of our position vector with respect to time.
The vector with initial point bounded at the origin is called position vector.
Finding a position vector.
The particles next position is calculated by adding its velocity vector to its position vector.
S is the position vector.
The acceleration vector is the second derivative with respect to time of the position vector.
It points opposite to the position vector and perpendicular to the velocity vector.
Now let us say that we have any another position vector function.
Each of the position vectors forms with the consecutive position vector an angular sector.
Vector f is just going to be this yellow position vector minus this green position vector.
The velocity vector is the first derivative with respect to time of the position vector.
The normal vector dotted with any position vector specifying a position on the plane.
A position vector represents the position of a point in a Euclidean space or an affine space.
This provides the advantage of enabling a position vector between a transmitter and a detector to be determined.
Let us say it 's specified by the position vector.
Find the position vector of the point P which divides the line segment AB in.
This point right here is specified by some position vector that looks like that.
And that position vector is going to be the vector k1.
Log the time, the last known position vector.
It 's a position vector that specifies a point on the plane.
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Examples of using Position
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Then position the unit as shown below
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