sineqetj a vecik:Pythagorean.svg
此 SVG 檔案的 PNG 預覽的大小:512 × 466 salingauljan。 a zumanga sipapeljamecavan ta: 264 × 240 salingauljan | 527 × 480 salingauljan | 844 × 768 salingauljan | 1,125 × 1,024 salingauljan | 2,250 × 2,048 salingauljan.
kasicuayanan a sineqetj a vecik (SVG sineqetj a vecik, pipasasav a kinakudral kata kinakedri: 512 × 466 sarangauljan, sineqetj a vecik a kinakudral kata kinakedri: 531位元組)
sineqetjan ta sinanvecik a tjaucikel
tjemulek a peniliq tua pinenetjan a qadavan/zikang , ta sikileqeleq a pacun ta zua zikang ta sineqetj a vecik a qinatam
pinenetjan a qadavan/a zikang | djepdjep tua zuga | tematalj(qemacepang) | rusengesengan | padjulu tu sipaljaluai | |
---|---|---|---|---|---|
katiaw | 2020年4月18日 (Sikaunem a qadav na tamiciyuan) 21:00 | 512 × 466(531位元組) | 17jiangz1 | Font | |
2020年4月18日 (Sikaunem a qadav na tamiciyuan) 20:58 | 512 × 466(519位元組) | 17jiangz1 | Cleaned and optimised | ||
2019年3月30日 (Sikaunem a qadav na tamiciyuan) 15:23 | 265 × 214(1 KB) | Lasunncty | convert paths to text, simplify svg, and fix coordinates/proportions | ||
2011年10月17日 (sangasangasan a qadav na tamiciyuan) 19:29 | 265 × 214(7 KB) | Svjo | margin to page added | ||
2008年11月13日 (sikasapatj a qadav na tamiciyuan) 18:40 | 250 × 199(7 KB) | Kdkeller | {{Information| |Description= {{en|Illustration of the Pythagorean theorem. The sum of two sqares whose sides are the two legs (blue and red) is equal to the area of the square whose side is the hypotenuse (purple).}} {{de|Illus | ||
2007年3月4日 (miciyubi) 00:50 | 250 × 199(4 KB) | DieBuche | |||
2007年3月4日 (miciyubi) 00:49 | 2,835 × 842(5 KB) | DieBuche | |||
2006年3月18日 (Sikaunem a qadav na tamiciyuan) 22:06 | 260 × 210(5 KB) | Steff | {{Information| |Description = Illustration of the Pythagorean theorem. |Source = Transwikied from en:. Originally created by en:UserMichael Hardy, then scaled, with colour and labels being added by en:User:Wapcaplet, transformed in svg format |
siseljudjan ta siniqetj a vecik
i tjaivililj a a lisadayan na sapitj (kainguaqan na sapadjadjaljun) ta a pasazua taicu a sineqetj a vecik:
sineqetj a vecik sa maqati a seljudjen na penulingetj i kacauan
sineljudjan aza sineqetj a vecik na zumanga a wiki a tjaivililj:
- anp.wikipedia.org siseljudjan
- ar.wikipedia.org siseljudjan
- ary.wikipedia.org siseljudjan
- arz.wikipedia.org siseljudjan
- ast.wikipedia.org siseljudjan
- as.wikipedia.org siseljudjan
- azb.wikipedia.org siseljudjan
- az.wikipedia.org siseljudjan
- Oktaedr
- Prizma
- Bərabəryanlı trapesiya
- Sahə (ölçü parametri)
- Menelay teoremi
- Çeva teoremi
- Stüart teoremi
- Pifaqor teoremi
- Şablon:Həndəsə-qaralama
- Qabarıq çoxbucaqlı
- Düz bucaq
- Sektor
- Planimetriya
- Qapalı sınıq xətt
- Hündürlük
- Paralel köçürmə
- Sferik üçbucaq
- Normal (riyaziyyat)
- Vahid vektor
- Kor bucaq
- Üçölçülü fəza
- Simmetriya
- Yer bucağı
- ba.wikipedia.org siseljudjan
- bcl.wikipedia.org siseljudjan
- be-tarask.wikipedia.org siseljudjan
- beta.wikiversity.org siseljudjan
- be.wikipedia.org siseljudjan
- bg.wikipedia.org siseljudjan
- bn.wikipedia.org siseljudjan
kileqeleq a pacun ta sineqetj a vincikan a patjaliav i pulingetj i kacauan a siseljudjan ta kinakemudan.