File:01-Vierzehneck-2.svg
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Summary[edit]
Description01-Vierzehneck-2.svg |
Deutsch: Regelmäßiges Vierzehneck, Näherungskonstruktion
English: Regular tetradecagon, approximation construction |
Date | |
Source | Own work |
Author | Petrus3743 |
SVG development InfoField |
Näherungsonstruktion[edit]
- Die Methode ähnelt der des Dreizehnecks
Ergebnis[edit]
Bezogen auf den Einheitskreis r = 1 [LE][edit]
- Konstruierte Seitelänge des Vierzehnecks in GeoGebra
- Seitelänge des Vierzehnecks
- Absoluter Fehler der konstruierten Seitenlänge
- Konstruierter Zentriwinkel des Vierzehnecks in GeoGebra
- Zentriwinkel des Vierzehnecks
- Absoluter Fehler des konstruierten Zentriwinkels
Beispiel um den Fehler zu verdeutlichen[edit]
Bei einem Radius r = 1 Mrd. km (das Licht bräuchte für diese Strecke ca. 56 min) wäre der absolute Fehler der 1. Seite ca. 0,2 mm.
Approximate construction[edit]
- The method is similar to that of the Tridecagon
Result[edit]
Based on the unit circle r = 1 [unit of length][edit]
- Constructed side length of the tetradecagon in GeoGebra
- Side length of the tetradecagon
- Absolute error of the constructed side length
- Constructed central angle of the tetradecagon in GeoGebra
- Central angle of the tetradecagon
- Absolute error of the constructed central angle
Example to illustrate the error[edit]
At a radius r = 1 billion km (the light would need about 56 min for this distance) the absolute error of the side length constructed would be approx. 0.2 mm.
Weblinks[edit]
Licensing[edit]
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 09:24, 18 May 2018 | 1,160 × 869 (483 KB) | Petrus3743 (talk | contribs) | Darstellung vereinfacht | |
09:44, 29 June 2016 | 1,297 × 914 (318 KB) | Petrus3743 (talk | contribs) | User created page with UploadWizard |
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Width | 32.72481847265972cm |
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Height | 24.518285047627405cm |