Kig/Macros: Difference between revisions
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[[Image:Kig.png|32px|link=http://edu.kde.org/kig/downloads/macros/starswith5points.kigt]] Two different ways to contruct a star. | {| | ||
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Revision as of 16:27, 16 September 2010
Home » Applications » Education » Kig » Macros
Under Construction
This is a new page, currently under construction!
Note
All macros following require a Kig version with python script support.
cirkel
A circle BTP constructed using the circle BCP
Author Dominique Devriese Download circleBTP_by_circleBCP.kigt License GPL
ConicByLocus
A conic constructed as a locus.
Author Dominique Devriese Download conic_by_locus.kigt License GPL
ConicCenter
The center of a conic.
| Author | Dominique Devriese |
|---|---|
| Download | ConicCenter.kigt |
| License | GPL |
LineConicMainAxis
The main axis of a conic.
| Author | Dominique Devriese |
|---|---|
| Download | LineConicMainAxis.kigt |
| License | GPL |
LineConicSecondAxis
The secondary axis of a conic.
| Author | Dominique Devriese |
|---|---|
| Download | LineConicSecondAxis.kigt |
| License | GPL |
Translatie
Mirror a point using the translation.
| Author | Dominique Devriese |
|---|---|
| Download | mirrorpoint_by_translationpoint.kigt |
| License | GPL |
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
Author Noel Torres Download triangle_centers.kigt License Public Domain
Star
|
Two different ways to contruct a star. |
| Author | License |
|---|---|
| Maurizio Paolini | GPL |
Tropical Geometry
- 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
| Author | Luis Felipe Tabera <lftabera AT yahoo DOT es> |
|---|---|
| Download | tropical_geometry.kigt |
| License | GPL |