One of the mysteries of the English language finally explained.
A vector of which only the magnitude and direction are specified, not the position or line of action.
- ‘The main difference between position vectors and free vectors is their behavior under affine transformations.’
- ‘We have used the idea of free vectors in the way we added vectors together as follows.’
- ‘The equivalent method of subtraction for free vectors can be thought of as reversing the vector to be subtracted and adding it to the first vector.’
- ‘Sometimes they are represented as free vectors that can be moved into arbitrary locations depending on what concept is being explained.’
- ‘Considering the existing isomorphism between the free vectors of space and the points of E 3, it is often more suitable to define curve C by a free vector of components (x, y, z (t)).’
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