File:Cartesian-coordinate-system-with-circle.svg
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Afrikaans: Fig. 2 - Cartesiese koördinatestelsel met die sirkel van radius 2 met die middelpunt by die oorsprong in rooi aangedui. Die vergelyking van die sirkel is x² + y² = 4. Bahasa Indonesia: Gambar 2 - Sistem koordinat Kartesius disertai lingkaran merah yang berjari-jari 2 yang berpusat pada titik asal (0,0). Persamaan lingkaran merah ini adalah x² + y² = 4. Bahasa Melayu: Rajah 2 - Sistem Koordinat Cartesian bulatan dengan berjejari 2 berpusatkan asalan diwarnakan merah. Persamaan bulatan adalah x2 + y2 = 4. Català: Fig. 2 – Sistema de coordenades cartesianes amb la circumferència de radi 2 centrada a l'origen dibuixada en vermell. L'equació del cercle és x2 + y2 = 4. Dansk: En cirkel i et retvinklet koordinatsystem. Italiano: L'equazione x2 + y2 = 4 rappresentata nel piano xy rappresenta una circonferenza di raggio 2 e centrata nell'origine. Português: Círculo de raio 2 marcado com seu ponto central no ponto de origem. A equação algébrica cria a imagem em vermelho acima, ao manipular as coordenadas de x e y na seguinte fórmula: x2 + y2 = 22. Română: Fig. 2 - Sistemul de coordonate carteziene cu cercul de rază 2 centrat în origine marcat cu roşu. Ecuaţia cercului este x2 + y2 = 4. Simple English: Fig. 2 - Cartesian coordinate system with the circle of radius 2 centered at the origin marked in red. The equation of the circle is x² + y² = 4. Srpskohrvatski / српскохрватски: Dekartov koordinatni sistem sa krugom poluprečnika 2. Jednačina kruga je x2 + y2 = 4. Tiếng Việt: Hình 2 - Hệ tọa độ Đề-Các với một đường tròn có tâm trùng với gốc tọa độ và bán kính bằng 2. Đường tròn này có phương trình: x2 + y2 = 4. Српски / srpski: Декартов координатни систем са кругом полупречника 2. Једначина круга је x2 + y2 = 4. Հայերեն : 2 շառավողով շրջանագիծը այն բոլոր կետերի բազմությունն է, որոնց կոորդինատները բավարարում են հետևյալ հավասարմանը՝ x2 + y2 = 22։. मराठी: येथे कार्टेशियन गुणक पद्धतीमध्ये, उगमबिंदूवर मध्य असलेले आणि २ एवढ्या त्रिज्येचे वर्तुळ दर्शविले आहे. ह्या वर्तुळाचे समीकरण x² + y² = 4 असे आहे. தமிழ் : Fig. 2 - 2 அலகு ஆரையையும் தொடக்கப்புள்ளியை மையாமாகவும் கொண்ட வட்டமொன்றுடனான காட்டீசியன் ஆள்கூற்று முறைமை. தொடக்கப்புள்ளி சிவப்பு நிறத்தில் குறிக்கப்பட்டுள்ளது. வட்டத்தின் சமன்பாடு x² + y² = 4. 中文(简体): 圖 1 - 紅色的圓圈,半徑是 2 ,圓心位於直角坐標系的原點。此圓的方程為 。 |
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 14:37, 23 February 2016 | 768 × 790 (15 KB) | Stephan Kulla | Reverted to version as of 13:43, 23 February 2016 (UTC) | |
14:30, 23 February 2016 | 768 × 790 (14 KB) | Stephan Kulla | fix equation | ||
13:43, 23 February 2016 | 768 × 790 (15 KB) | Stephan Kulla | white background deleted | ||
12:37, 16 June 2006 | 768 × 790 (8 KB) | Helix84 | {{Information| |Description= |Source= |Date= |Author=User 345Kai on [http://en.wikipedia.org en.wikipedia] |Permission={{NowCommonsThis}} {{GFDL-user-w|en|wikipedia|345Kai}} |other_versions= Originally from [http://en.wikipedia.org en |
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