Fitxategi:Yanghui triangle.gif

Aurreikuspen honen neurria: 385 × 599 pixel. Bestelako bereizmenak: 154 × 240 pixel | 308 × 480 pixel | 704 × 1.095 pixel.

Bereizmen handikoa ‎((704 × 1.095 pixel, fitxategiaren tamaina: 59 KB, MIME mota: image/gif))

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Deskribapena

English: Drawing of Pascal's Triangle published in C.E.1303 by Zhu Shijie (C.E.1260-1320), in his Si Yuan Yu Jian. It was called Jia Xian triangle or Yanghui Triangle by the Chinese, after the mathematician Jia Xian & Yang Hui.

The 4th entry from the left in the second row from the bottom appears to be a typo (34 instead of 35, correctly given in the 5th entry in the same row).

Data

1260 - 1320

Jatorria

w:en:Image:Yanghui_triangle.gif

Egilea

Yáng Huī (楊輝), ca. 1238–1298)

Lizentzia
(Fitxategi hau berrerabiltzen)

	Lan hau jabetza publikoan dago bai bere jatorrizko herrialdean, bai egile eskubideak egilea hil eta 100 urtera edo gutxiagora iraungitzen diren gainerako herrialdeetan. You must also include a United States public domain tag to indicate why this work is in the public domain in the United States.
	This file has been identified as being free of known restrictions under copyright law, including all related and neighboring rights.

Beste bertsioak

Annotations

This image is annotated: View the annotations at Commons

Fitxategiaren historia

Data/orduan klik egin fitxategiak orduan zuen itxura ikusteko.

	Data/Ordua	Iruditxoa	Neurriak	Erabiltzailea	Iruzkina
oraingoa	10:37, 18 iraila 2008		704 × 1.095 (59 KB)	Noe	{{Information \|Description=Drawing of Pascal's Triangle published in 1303 by Zhu Shijie (1260-1320), in his ''Si Yuan Yu Jian''. It was called Yanghui Triangle by the Chinese, after the mathematician Yang Hui. The fourth entry from the left i
	20:42, 19 iraila 2006		217 × 336 (12 KB)	Honeybee	{{Information \|Description=First drawing of Pascal's Triangle by Zhu Shijie (1260-1320). It was called Yanghui Triangle by the Chinese. \|Source=[http://en.wikipedia.org/wiki/Image:Yanghui_triangle.gif] \|Date=1260-1320 \|Author=Yanghui \|Permission={{PD-old}