Revision #499 → #1060 · back to history
addedCartesian coordinate system4d7a817950e1
addedCartesian framed9d87a3ccf10
addedThree-dimensional Cartesian coordinates93b44f0a4019
addedn-dimensional Cartesian coordinates377f12b5bb68
addedCircle of radius 2 as an equation4ab53c152155
addedNumber line5f34c1187ee4
addedTwo degrees of freedom on a line19f2aafc3dd9
addedLine transformation as real function6487be1928c4
addedCoordinate systems related by linear function8e13fd3561ec
addedAffine map between coordinatized lines65b4b5f66853
addedCartesian coordinate system in two dimensions75f3dea9affd
addedAbscissa and ordinate21f07cf3de01
addedCartesian plane7c36be19afc6
addedQuadrantsad116958e7e3
addedDistances of a point from the axesc4f2d854313b
addedCartesian coordinate system in three dimensions6f0fbf0f840e
addedCoordinate as distance to opposite plane9a69006f3628
addedCoordinate planes and octants91988011047d
addedAbscissa, ordinate, applicate98e7af2c801f
addedRight-hand rule orientation (3D)a2c1fa01f23e
addedIdentification with Cartesian product7c342e082644
addedOblique coordinate system11557c2ca201
addedQuadrants numbered I–IV7720497c900c
addedEuclidean distance in the planecfc2d769e20b
addedEuclidean distance in space77fad381896a
addedEuclidean transformationse17493f15e65
addedFour types of isometriesa0b2cdce47cf
addedTranslation of coordinates9bb625b4daaa
addedRotation about the origindced95c49030
addedReflection across coordinate axesc112ac11f1b5
addedGlide reflection7f75f12cced2
addedAffine transformations via matricesb6d6fb5f73cd
addedEuclidean transformations have orthogonal matrix2eed0558efe1
addedTranslation iff A is identityaa29d0647bdc
addedRotation iff A is rotation matrix1b995507cb78
addedReflection or glide reflection condition565b391d382d
addedComposition by multiplying matrices191908516801
addedAffine transformations of the plane5dba9bcbe4d7
addedEuclidean as affine with orthogonal matrix55471cb09cdb
addedComposition of affine transformations23187610f6e1
addedShearing4829557508c0
addedOrientation (handedness) of the plane1dc8ef2376b4
addedStandard right-handed orientationd36480292bdb
addedRotation preserves orientation51fb10f90a6f
addedRight- and left-handed systems (3D)b22e079b4955
addedPosition vector85b9091a1e55
addedStandard basisa3e1b6b703ae
addedIdentification with complex numbersdd34fe418f62