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The 81 pages that link to Coordinate system, each with the reason it gives.

• Multivariable calculusRelated: Coordinates let functions and regions be represented and computed.

• Euclidean vectorRelated: Coordinates represent vectors numerically, while their geometric properties remain independent of the choice.

• OpenGLRelated: OpenGL transforms geometry between model, view, clip, and window coordinate spaces.

• Pointing deviceRelated: Device movement must be mapped onto positions in the interface.

• Resultant forceRelated: Choosing axes lets force directions be expressed as signed components.

• Vector-valued functionRelated: Coordinates turn vector outputs into lists of scalar functions.

• Instantaneous velocityRelated: The velocity's sign and components depend on the chosen coordinates.

• Perpendicular axis theoremRelated: Choosing perpendicular in-plane coordinates makes the squared distance split into two terms.

• Vector notationRelated: Component notation depends on a chosen coordinate system.

• 0 (number)Related: Zero commonly marks the origin from which coordinates are measured.

• 2D computer graphicsRelated: 2D drawing operations place and transform shapes using coordinates.

• Equations for a falling bodyRelated: Choosing the vertical axis sets the signs of displacement, velocity, and gravity.

• Geometry (configuration)Related: Coordinates turn spatial positions into values that can specify a configuration.

• Technical geographyRelated: Coordinates let geographic observations be located consistently.

• Three-dimensional system (spatial)Related: Coordinates specify where each part of a three-dimensional system is located.

• Two-dimensional spaceRelated: Two independent coordinate values locate each point in a plane.