The time derivative of the displacement vector is the velocity vector.
2.
From the definition, it is clear that a displacement vector is a polar vector.
3.
This is achieved by transforming a displacement vector and adding this to the previous point:
4.
:Your confusion arises because you're viewing null four-vectors as being displacement vectors.
5.
Now consider an 8-fold rotation, and the displacement vectors between adjacent points of the polygon.
6.
Non-magnetic beads are usually also added to the sample as a reference to provide a background displacement vector.
7.
Thus the addition of displacement vectors expresses the composition of these displacement actions and scalar multiplication as scaling of the distance.
8.
The equation for the ellipsoid is constructed using the electric displacement vector " D " and the dielectric constants.
9.
The new displacement vector becomes a new search vector, and is added to the end of the search vector list.
10.
Where "'d "'is the displacement vector pointing from the negative charge to the positive charge.
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