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WktEN_sense_165259   

Instance of: lemon:LexicalSense
Property Value
lemon:definition Statement1
rdf:type lemon:SenseDefinition
lemon:value eng “A mathematical theorem which states that the square of the length of the hypotenuse of a right triangle is equal to the sum of the squares of those of the other two other sides.”
lemon:value eng “Named after Pythagoras, from Ancient Greek Πυθαγόρας, Greek mathematician and philosopher who by tradition is credited with theorem’s discovery and proof.”
uby:definitionType “intensionalDefinition”
uby:statementType “etymology”
uby:equivalent cmn-latn “Bìdágēlāsī-dìnglǐ”
uby:equivalent jpn-latn “Pitagorasu-no teiri”
uby:equivalent mkd-latn “Pitagórina teórema”
uby:equivalent swe “Pytagoras sats”
uby:equivalent fin “Pythagoraan lause”
uby:equivalent ces “Pythagorova věta”
uby:equivalent hye-latn “Pyut?agorasi t?eorem”
uby:equivalent isl “Pýþagórasarregla”
uby:equivalent deu “Satz des Pythagoras”
uby:equivalent cmn-latn “gōugǔ dìnglǐ”
uby:equivalent ara-latn “mubárhanat fithaghuuras”
uby:equivalent isl “regla Pýþagórasar”
uby:equivalent isl “setning Pýþagórasar”
uby:equivalent spa “teorema de Pitágoras”
uby:equivalent ita “teorema di Pitagora”
uby:equivalent rus-latn “teoréma Pifagóra”
uby:equivalent lat “theorema Pythagorae”
uby:equivalent mkd “Питагорина теорема”
uby:equivalent rus “теорема Пифагора”
uby:equivalent hye “Պյութագորասի թեորեմ”
uby:equivalent ara “مبرهنة فيثاغورس”
uby:equivalent jpn “ピタゴラスの定理”
uby:equivalent cmn “勾股定理”
uby:equivalent cmn “毕达哥拉斯定理”
uby:equivalent cmn “畢達哥拉斯定理”
uby:index “1”
uby:monolingualExternalRef MonolingualExternalRef1
rdf:type uby:MonolingualExternalRef
uby:externalReference “312563:0:1”
uby:externalSystem “Wiktionary sense key”
uby:semanticLabel SemanticLabel1
rdf:type uby:SemanticLabel
uby:label “geometry”
uby:type “domain”

Is used by:
Property Value
Is lemon:sense of WktEN_lexicalEntry_105409     More...


 

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This resources is derived from Wiktionary, dual-licensed to the public under both the Creative Commons Attribution-ShareAlike 3.0 Unported License, as well as GNU Free Documentation License (GFDL).