supergolden ratio (Q21533115)
Jump to navigation
Jump to search
unique real number solution to the equation x^3-x^2-1=0
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | supergolden ratio |
unique real number solution to the equation x^3-x^2-1=0 |
Statements
![{\displaystyle {\frac {1+{\sqrt[{3}]{\frac {29+3{\sqrt {93}}}{2}}}+{\sqrt[{3}]{\frac {29-3{\sqrt {93}}}{2}}}}{3}}}](https://wikimedia.org/api/rest_v1/media/math/render/svg/d3510de22f4cf5ef7ee75a3f8a20a420cbd5af61)
Supergolden triangle.png
279 × 124; 3 KB
279 × 124; 3 KB
This triangle shows how a triangle with lengths of the supergolden ratio, its inverse, and one has an angle of 120 degrees (English)
0 references
Supergolden Ratio.png
1,128 × 800; 30 KB
1,128 × 800; 30 KB
This diagram shows the lengths of decreasing power in the supergolden ratio, and the pattern of right angles that appear within it (English)
0 references
SuperGoldenSquare 6.png
872 × 872; 4 KB
872 × 872; 4 KB
A square tiled with rectangles in aspect ratios that are powers of the supergolden ratio. (English)
0 references
Supergolden rectangle BRYG.png
979 × 668; 3 KB
979 × 668; 3 KB
A supergolden rectangle contains three scaled copies of itself. (English)
0 references
Supergolden ratio
0 references
Identifiers
Sitelinks
Wikipedia(6 entries)
- dewiki Supergoldener Schnitt
- enwiki Supergolden ratio
- eswiki Súper razón áurea
- kowiki 초황금비
- ruwiki Сверхзолотое сечение
- zhwiki 超黃金比例
Wikibooks(0 entries)
Wikinews(0 entries)
Wikiquote(0 entries)
Wikisource(0 entries)
Wikiversity(0 entries)
Wikivoyage(0 entries)
Wiktionary(0 entries)
Multilingual sites(1 entry)
- commonswiki Category:Supergolden ratio