File:Pythagoras-2a.gif
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This image was selected as picture of the day on Wikimedia Commons for 28 December 2007. It was captioned as follows: English: Animated geometric proof of the Pythagoras theorem Other languages:
Asturianu: Demostración animada del teorema de Pitágores. Bahasa Indonesia: Animasi pembuktian geometris dari teorema Phytagoras. Čeština: Animace geometrického důkazu Pythagorovy věty Deutsch: Der Satz des Pythagoras English: Animated geometric proof of the Pythagoras theorem Español: Demostración geométrica animada del teorema de Pitágoras. Français : Preuve animée géométrique du théorème de Pythagore. Italiano: Dimostrazione animata del teorema di Pitagora. Latina: Commotus geometricus approbatio theoremae Pythogorae Magyar: A Pitagorasz-tétel bizonyítása. Polski: Animacja ilustrująca geometryczny dowód na prawdziwość twierdzenia Pitagorasa. Português: Animação com a prova geométrica do teorema de Pitágoras. Suomi: Animoitu geometrinen todistus Pythagoraan lauseesta. Svenska: Animation av ett geometriskt bevis av Pythagoras sats. Беларуская: Дэманстрацыя доказу тэарэмы Піфагора. Српски / srpski: Анимација геометријског доказа Питагорине теореме 日本語： アニメーションによるピタゴラスの定理の幾何学的証明 中文： 演示勾股定理的动画 中文（繁體）： 演示勾股定理的幾何證明動畫 |
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This image has been assessed under the valued image criteria and is considered the most valued image on Commons within the scope: Animated proof of Pythagorean theorem. You can see its nomination here. |
| Description |
Deutsch: Ein animierter, geometrische Beweis für den Satz des Pythagoras
English: Animated geometric proof of the Pythagoras theorem, for reference to proof see Pythagorean Theorem at Cut the Knot
Esperanto: Movbilda pruvo de la teoremo de Pitagoro
Français : Animation présentant une démonstration géométrique du théorème de Pythagore
Português: Prova geométrica animada do Teorema de Pitágoras |
| Date | made in 2007-09 |
| Source | Own work |
| Author | Alvesgaspar |
| Other versions | Image:Pythagoras-2a-tr.gif |
I, the copyright holder of this work, hereby publish it under the following licenses:
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Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or any later version published by the Free Software Foundation; with no Invariant Sections, no Front-Cover Texts, and no Back-Cover Texts. A copy of the license is included in the section entitled GNU Free Documentation License. |
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