English: Illustration of the Pythagorean theorem. The sum of two squares whose sides are the two legs (blue and red) is equal to the area of the square whose side is the hypotenuse (purple).
Deutsch: Illustration des Satz des Pythagoras
Italiano: La somma delle aree dei due quadrati costruiti sui cateti (blu e rosso) è uguale all'area del quadrato costruito sull'ipotenusa (viola).
Türkçe: Pisagor teoreminin görsel açıklaması
วันที่
แหล่งที่มา
Transwikied from en:. Originally created by en:User:Michael Hardy, then scaled, with colour and labels being added by en:User:Wapcaplet, transformed in svg format by fr:Utilisateur:Steff, changed colors and font by de:Leo2004
{{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
{{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
ไฟล, pythagorean, ไฟล, ประว, ไฟล, หน, าท, ภาพน, การใช, ไฟล, วนกลาง, อม, ลเก, ยวก, บภาพขนาดของต, วอย, าง, ของไฟล, กเซล, ความละเอ, ยดอ, กเซล, กเซล, กเซล, กเซล, กเซล, ภาพท, ความละเอ, ยดส, งกว, 8206, ไฟล, กเซล, ขนาดไฟล, ไบต, ปภาพหร, อไฟล, เส, ยงน, นฉบ, บอย, คอมมอน. ifl prawtiifl hnathimiphaphni karichiflswnklang khxmulekiywkbphaphkhnadkhxngtwxyang PNG nikhxngifl SVG ni 512 466 phikesl khwamlaexiydxun 264 240 phikesl 527 480 phikesl 844 768 phikesl 1 125 1 024 phikesl 2 250 2 048 phikesl duphaphthimikhwamlaexiydsungkwa 8206 ifl SVG 512 466 phikesl khnadifl 531 ibt rupphaphhruxiflesiyngni tnchbbxyuthi khxmmxns raylaexiyddanlang epnkhxkhwamthiaesdngphlcak ifltnchbbinkhxmmxns khxmmxnsepnewbistinokhrngkarsahrbekbrwbrwmsuxesri thi khunsamarthchwyid khaxthibayPythagorean svg English Illustration of the Pythagorean theorem The sum of two squares whose sides are the two legs blue and red is equal to the area of the square whose side is the hypotenuse purple Deutsch Illustration des Satz des Pythagoras Italiano La somma delle aree dei due quadrati costruiti sui cateti blu e rosso e uguale all area del quadrato costruito sull ipotenusa viola Turkce Pisagor teoreminin gorsel aciklamasi wnthi 12 krkdakhm ph s 2548 aehlngthima Transwikied from en Originally created by en User Michael Hardy then scaled with colour and labels being added by en User Wapcaplet transformed in svg format by fr Utilisateur Steff changed colors and font by de Leo2004 phusrangsrrkh en User Wapcaplet karxnuyat karichiflniihm The image was released under the GFDL ewxrchnxun iflxunthiichiflni nbsp Pitagorasteorema svg SVG nbsp genesisInfoField nbsp sxrsokhdkhxng SVG nitrwcsxbthuktxngaelw nbsp iflphaphkrafiksewketxrni srangkhunodyich nbsp Adobe Illustrator nbsp aelaody Inkscape xnuyatihkhdlxk aeckcayaela hruxddaeprexksarniphayitenguxnikhkhxngsyyaxnuyatexksaresrikhxngknu run 1 2 hruxrunid nbcaknithixxkodymulnithisxftaewresri odyimmiswnidhamaekikh immikhxkhwampkhnaaelapkhlng saenakhxngsyyaxnuyatrwmxyuinswnchux syyaxnuyatexksaresrikhxngknuhttp www gnu org copyleft fdl html GFDL GNU Free Documentation License true true iflnixyuphayitsyyaxnuyat khriexthifkhxmmxns aebbaesdngthima xnuyataebbediywkn 3 0 tnchbb khunsamarth thicaaebngpn thicathasaena aeckcay aelasngngandngklawtxip thicaeriyberiyngihm thicaddaeplngngandngklaw phayitenguxnikhtxipni aesdngthima khuntxngihekiyrtiecakhxngnganxyangehmaasm odyephimlingkipyngsyyaxnuyat aelarabuhakmikarepliynaeplng khunxacthaechnniidinrupaebbidkidtamkhwr aettxngimichinlksnathiaenawaphuihxnuyatsnbsnunkhunhruxkarichngankhxngkhun xnuyataebbediywkn hakkhunddaeplng epliynrup hruxtxetimnganni khuntxngichsyyaxnuyataebbediywknhruxaebbthiehmuxnkbsyyaxnuyatthiichkbnganniethann payaesdngsthanalikhsiththinithukephimephuxihepniptamkarepliynaeplngsyyaxnuyatkhxngmulnithiwikimiediy cak GFDL ipyng GFDL khwbkhukb CC BY SA 3 0 http creativecommons org licenses by sa 3 0 CC BY SA 3 0 Creative Commons Attribution Share Alike 3 0 true truekhabrryayodyyxithyephimkhabrryaythrrthdediywephuxkhyaykhwamwaiflnimixairxngkvsPythagorean theorem proved by rearrangement of component trianglesyuekhrnIlyustraciya teoremi PifagoraixethmthiaesdngxyuiniflniprakxbdwyMaths nbsp xngkvstheorem nbsp xngkvserkhakhnitsthanalikhsiththimilikhsiththisyyaxnuyatGNU Free Documentation License version 1 2 or later nbsp xngkvsCreative Commons Attribution ShareAlike 3 0 Unported nbsp xngkvswnthisrang wnkxtng12 krkdakhm 2005MIME type nbsp xngkvsimage svg xml prawtiifl khlikwnthi ewlaephuxduiflthipraktinkhnann wnthi ewlarupyxkhnadphuichkhwamehn pccubn20 00 18 emsayn 2563512 466 531 ibt 17jiangz1Font 19 58 18 emsayn 2563512 466 519 ibt 17jiangz1Cleaned and optimised 14 23 30 minakhm 2562265 214 1 kiolibt Lasunnctyconvert paths to text simplify svg and fix coordinates proportions 18 29 17 tulakhm 2554265 214 7 kiolibt Svjomargin to page added 17 40 13 phvscikayn 2551250 199 7 kiolibt 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 23 50 3 minakhm 2550250 199 4 kiolibt DieBuche 23 49 3 minakhm 25502 835 842 5 kiolibt DieBuche 21 06 18 minakhm 2549260 210 5 kiolibt 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 hnathimiphaphni hnatxipni oyngmathiphaphni thvsdibthphithaokrs rupsamehliym karichiflswnklang wikixuntxipniichiflni karichbn anp wikipedia org प इथ ग रस karichbn ar wikipedia org مثلث مثلث قائم مبرهنة فيثاغورس ثلاثية فيثاغورس غاوس فيثاغوري اقتراح مثلث قائم الزاوية التواصل مع ذكاء خارج الأرض karichbn ary wikipedia org لماط karichbn arz wikipedia org بيثاجوراس karichbn ast wikipedia org Triangulu Teorema de Pitagores Historia de les matematiques karichbn as wikipedia org প ইথ গ ৰ ছৰ উপপ দ য karichbn azb wikipedia org فیثاغورس تئوریسی karichbn az wikipedia org Oktaedr Beraberyanli trapesiya Sahe olcu parametri Menelay teoremi Ceva teoremi Stuart teoremi Pifaqor teoremi Sablon Hendese qaralama Qabariq coxbucaqli Duz bucaq Sektor Planimetriya Qapali siniq xett Hundurluk Paralel kocurme Sferik ucbucaq Normal riyaziyyat Vahid vektor Kor bucaq Ucolculu feza Simmetriya Yer bucagi karichbn ba wikipedia org Pifagor teoremaһy karichbn bcl wikipedia org Teorema ni Pythagoras karichbn be tarask wikipedia org Tearema Pitagora karichbn beta wikiversity org Định ly cạnh hinh tam giac Định ly Pythago karichbn be wikipedia org Matematyka Tearema Pifagora Pifagorava trojka karichbn bg wikipedia org Pitagorova teorema karichbn bn wikipedia org গণ ত প থ গ র স ত র ভ জ প থ গ র স র উপপ দ য জ য ম ত র ইত হ স dukarichthwolkephimetimkhxngiflnikhxmulekiywkbphaph phaphnimikhxmulephimetim sungswnihymacakklxngdicitxlhruxsaeknenxrthisamarthekbkhxmuldngklawiwrwmkbphaphid thaphaphnithukprbprungaekikhhruxepliynaeplngcakedim khxmulbangxyangcayngkhngimepliynaeplngehmuxnphaphthithukprbprungaekikhnnkhwamkwang100 khwamsung100 ekhathungcak https th wikipedia org wiki ifl Pythagorean svg, wikipedia, วิกิ หนังสือ, หนังสือ, ห้องสมุด,
