One of the mysteries of the English language finally explained.
Numbers which indicate the location of a point relative to a fixed reference point (the origin), being its shortest (perpendicular) distances from two fixed axes (or three planes defined by three fixed axes) which intersect at right angles at the origin.
- ‘Some of the things you learn to do with about Cartesian coordinates, or vectors, in the plane would work equally well in 3 or more dimensions.’
- ‘This is with respect to some arbitrary origin and in fact is more general than the standard Cartesian coordinates.’
- ‘Three others also use balls, one involving balls in columns, one involving two balls of different colours which move at right angles to each other suggesting almost the idea of Cartesian coordinates.’
- ‘Because we consider only circular chambers, polar rather than Cartesian coordinates are more convenient to use in constructing the new chamber.’
- ‘A point in the plane can be described by Cartesian coordinates.’
Cartesian coordinates/kärˈtēZHən kōˈôrdəˌnāts/
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