Kig/Macros: Difference between revisions

Latest revision as of 17:22, 16 September 2010

Home » Applications » Education » Kig » Macros

Note

All macros following require a Kig version with python script support.

cirkel

A circle BTP constructed using the circle BCP

License	Author
GPL	Dominique Devriese

ConicByLocus

A conic constructed as a locus.

License	Author
GPL	Dominique Devriese

ConicCenter

The center of a conic.

License	Author
GPL	Dominique Devriese

LineConicMainAxis

The main axis of a conic.

License	Author
GPL	Dominique Devriese

LineConicSecondAxis

The secondary axis of a conic.

License	Author
GPL	Dominique Devriese

Translatie

Mirror a point using the translation.

License	Author
GPL	Dominique Devriese

Triangel Centers

This package contains 6 macros all about special points of triangles.

Baricenter: Baricenter of a triangle, given the vertices
Circumcenter: Circumcenter of a triangle, given the vertices
Gauss Segment: Gauss Segment of a triangle, given the vertices
Incenter: Incenter of a triangle, given the vertices
Inscribed circle: Inscribed circle on a triangle, given the vertices
Ortocenter: Ortocenter of a triangle, given the vertices

License	Author
Public Domain	Noel Torres

Star

Two different ways to contruct a star.

License	Author
GPL	Maurizio Paolini

Tropical Geometry

This package contains 4 macros:

TropicalLine1pt: A tropical line constructed using its centre point
TropicalLine2pt: The stable tropical line passing through two points
TropicalLineLineIntersection: The stable intersection of two tropical lines, to select a tropical line, select its centre point
TropicalConic: Stable Conic Passing through 5 points

License	Author
GPL	Luis Felipe Tabera (lftabera AT yahoo DOT es)

@@ Line 1: / Line 1: @@
-==cirkel==
+{{EduBreadCrumbs|parent=Kig}}
+{{Note|All macros following require a '''Kig''' version with python script support.}}
-{| callpadding="5"
+{{KigMacro|cirkel|A circle BTP constructed using the circle BCP|http://edu.kde.org/kig/downloads/macros/circleBTP_by_circleBCP.kigt|Dominique Devriese}}
-| A circle BTP constructed using the circle BCP
-|-
+{{KigMacro|ConicByLocus|A conic constructed as a locus.|http://edu.kde.org/kig/downloads/macros/conic_by_locus.kigt|Dominique Devriese}}
-| Author: | Dominique Devriese
-|-
+{{KigMacro|ConicCenter|The center of a conic.|http://edu.kde.org/kig/downloads/macros/ConicCenter.kigt|Dominique Devriese}}
-| Download: | [http://edu.kde.org/kig/downloads/macros/circleBTP_by_circleBCP.kigt circleBTP_by_circleBCP.kigt]
-| GPL
+{{KigMacro|LineConicMainAxis|The main axis of a conic.|http://edu.kde.org/kig/downloads/macros/LineConicMainAxis.kigt|Dominique Devriese}}
-|}
+{{KigMacro|LineConicSecondAxis|The secondary axis of a conic.|http://edu.kde.org/kig/downloads/macros/LineConicSecondAxis.kigt|Dominique Devriese}}
+{{KigMacro|Translatie|Mirror a point using the translation.|http://edu.kde.org/kig/downloads/macros/mirrorpoint_by_translationpoint.kigt|Dominique Devriese}}
+{{KigMacro|Triangel Centers|This package contains 6 macros all about special points of triangles.
+;Baricenter
+:Baricenter of a triangle, given the vertices
+;Circumcenter
+:Circumcenter of a triangle, given the vertices
+;Gauss Segment
+:Gauss Segment of a triangle, given the vertices
+;Incenter
+:Incenter of a triangle, given the vertices
+;Inscribed circle
+:Inscribed circle on a triangle, given the vertices
+;Ortocenter
+:Ortocenter of a triangle, given the vertices|http://edu.kde.org/kig/downloads/macros/triangle_centers.kigt|Noel Torres|Public Domain}}
+{{KigMacro|Star|Two different ways to contruct a star.|http://edu.kde.org/kig/downloads/macros/starswith5points.kigt|Maurizio Paolini}}
+{{KigMacro|Tropical Geometry|This package contains 4 macros:
+;TropicalLine1pt
+:A tropical line constructed using its centre point
+;TropicalLine2pt
+:The stable tropical line passing through two points
+;TropicalLineLineIntersection
+:The stable intersection of two tropical lines, to select a tropical line, select its centre point
+;TropicalConic
+:Stable Conic Passing through 5 points|http://edu.kde.org/kig/downloads/macros/tropical_geometry.kigt|Luis Felipe Tabera|GPL|lftabera AT yahoo DOT es}}
+[[Category:Education]]