File:01 Dreiteilung des Winkels Chris Alberts.svg
| Uploaded by | Petrus3743 |
|---|---|
| Upload date | 2020-02-04T00:39:56Z |
| MIME type | image/svg+xml |
| Dimensions | 538 × 518 px |
| File size | 115.3 KB |
Summary
| Description |
Deutsch: Dreiteilung des Winkels, Näherungskonstruktion für Winkel > 0° bis 90°, nach Chris Alberts
English: Trisection of an angle, proximity construction for angles > 0° to 90°, according to Chris Alberts |
| Date | |
| Source | Own work |
| Author | Petrus3743 |
| Other versions |
Trisection of an angle, proximity construction for angles > 0° to 90°, according to Chris Alberts, animation with step sizes approx. 3° to 4°, for reasons of clarity the points are without labeling. Variante 1 / Variant 1
Trisection of an angle, proximity construction for angles > 0° to 180°, in principle similar to the approximate construction for angles > 0° to 90°, according to Chris Alberts. Trisection of an angle, proximity construction for angles > 0° to 180°, in principle similar to the approximate construction for angles > 0° to 90°, according to Chris Alberts, animation with step sizes approx. 7° to 8°, for reasons of clarity the points are without labeling. Variante 2 / Variant 2Mit der stark vereinfachten Konstruktion wird folgendes erreicht:
With the greatly simplified construction, the following is achieved:
Trisection of an angle with brief description, proximity construction for angles > 0° to 180°. A few construction elements come from Alberts construction. Trisection of an angle, proximity construction for angles > 0° to 180°, as an animation with step sizes approx. 3° to 4°, for reasons of clarity the points are without labeling. A few construction elements come from Alberts construction. > 0° bis 90°: Alternative approximate construction for angles from 90° to 180°. A few construction elements come from Alberts construction. The construction is a mirror image of the construction for angles > 0° to 90° Trisection of an angle, proximity construction for angles > 0° to 180°, as an animation with step sizes approx. 3° to 4°, for reasons of clarity the points are without labeling. The animation shows the construction for angles > 0° to 90° as well as the mirror-image construction from 90° to 180°. A few construction elements come from Alberts construction. |
| SVG development |
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