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- Pons_asinorum abstract "In geometry, the statement that the angles opposite the equal sides of an isosceles triangle are themselves equal is known as the pons asinorum (/poːns asinoːrʊm/; English /ˈpɒnz ˌæsɨˈnɔərəm/ PONZ-ass-i-NOR-(r)əm), Latin for "bridge of donkeys". This statement is Proposition 5 of Book 1 in Euclid's Elements, and is also known as the isosceles triangle theorem. Its converse is also true: if two angles of a triangle are equal, then the sides opposite them are also equal.The name of this statement is also used metaphorically for a problem or challenge which will separate the sure of mind from the simple, the fleet thinker from the slow, the determined from the dallier; to represent a critical test of ability or understanding.".
- Pons_asinorum thumbnail Byrne_Preface-15.png?width=300.
- Pons_asinorum wikiPageExternalLink propI5.html.
- Pons_asinorum wikiPageExternalLink patterns.html.
- Pons_asinorum wikiPageID "702149".
- Pons_asinorum wikiPageLength "12575".
- Pons_asinorum wikiPageOutDegree "48".
- Pons_asinorum wikiPageRevisionID "674772528".
- Pons_asinorum wikiPageWikiLink Adrien-Marie_Legendre.
- Pons_asinorum wikiPageWikiLink Alexander_the_Great_in_the_Quran.
- Pons_asinorum wikiPageWikiLink Carl_Friedrich_Gauss.
- Pons_asinorum wikiPageWikiLink Category:Articles_containing_proofs.
- Pons_asinorum wikiPageWikiLink Category:Elementary_geometry.
- Pons_asinorum wikiPageWikiLink Category:Euclidean_geometry.
- Pons_asinorum wikiPageWikiLink Category:History_of_mathematics.
- Pons_asinorum wikiPageWikiLink Category:Latin_words_and_phrases.
- Pons_asinorum wikiPageWikiLink Category:Theorems_in_plane_geometry.
- Pons_asinorum wikiPageWikiLink Causerie.
- Pons_asinorum wikiPageWikiLink Charles_Lutwidge_Dodgson.
- Pons_asinorum wikiPageWikiLink Complex_number.
- Pons_asinorum wikiPageWikiLink Congruence_(geometry).
- Pons_asinorum wikiPageWikiLink Czech_language.
- Pons_asinorum wikiPageWikiLink David_Ricardo.
- Pons_asinorum wikiPageWikiLink Dhxc5xab_l_qarnain.
- Pons_asinorum wikiPageWikiLink Dutch_language.
- Pons_asinorum wikiPageWikiLink Euclid.
- Pons_asinorum wikiPageWikiLink Euclid_and_his_Modern_Rivals.
- Pons_asinorum wikiPageWikiLink Euclids_Elements.
- Pons_asinorum wikiPageWikiLink Eulers_identity.
- Pons_asinorum wikiPageWikiLink Finnish_language.
- Pons_asinorum wikiPageWikiLink Geoffrey_Chaucer.
- Pons_asinorum wikiPageWikiLink Geometry.
- Pons_asinorum wikiPageWikiLink German_language.
- Pons_asinorum wikiPageWikiLink Inner_product_space.
- Pons_asinorum wikiPageWikiLink Inner_product_spaces.
- Pons_asinorum wikiPageWikiLink Irish_bull.
- Pons_asinorum wikiPageWikiLink Isosceles_triangle.
- Pons_asinorum wikiPageWikiLink John_Stuart_Mill.
- Pons_asinorum wikiPageWikiLink Latin.
- Pons_asinorum wikiPageWikiLink Law_of_Rent.
- Pons_asinorum wikiPageWikiLink Law_of_rent.
- Pons_asinorum wikiPageWikiLink Lewis_Carroll.
- Pons_asinorum wikiPageWikiLink Mnemonic.
- Pons_asinorum wikiPageWikiLink Non_sequitur_(literary_device).
- Pons_asinorum wikiPageWikiLink Pappus_of_Alexandria.
- Pons_asinorum wikiPageWikiLink Proclus.
- Pons_asinorum wikiPageWikiLink Pythagorean_theorem.
- Pons_asinorum wikiPageWikiLink Real_number.
- Pons_asinorum wikiPageWikiLink Richard_Aungerville.
- Pons_asinorum wikiPageWikiLink Richard_de_Bury.
- Pons_asinorum wikiPageWikiLink Roger_Bacon.
- Pons_asinorum wikiPageWikiLink Rubiks_Cube.
- Pons_asinorum wikiPageWikiLink Side_angle_side.
- Pons_asinorum wikiPageWikiLink Side_side_side.
- Pons_asinorum wikiPageWikiLink Stream_of_consciousness_(narrative_mode).
- Pons_asinorum wikiPageWikiLink Swedish_language.
- Pons_asinorum wikiPageWikiLink Syllogism.
- Pons_asinorum wikiPageWikiLink Thomas_Campbell_(poet).
- Pons_asinorum wikiPageWikiLink File:Byrne_Preface-15.png.
- Pons_asinorum wikiPageWikiLink File:Euclid_1_5_en.svg.
- Pons_asinorum wikiPageWikiLink File:IsoscelesTriangleProofByProclus.svg.
- Pons_asinorum wikiPageWikiLink File:IsoscelesTriangleProofTextbook.svg.
- Pons_asinorum wikiPageWikiLinkText "Dulcarnon".
- Pons_asinorum wikiPageWikiLinkText "Example".
- Pons_asinorum wikiPageWikiLinkText "Pons asinorum".
- Pons_asinorum wikiPageWikiLinkText "meet the third in the same angle".
- Pons_asinorum wikiPageWikiLinkText "pons asinorum".
- Pons_asinorum hasPhotoCollection Pons_asinorum.
- Pons_asinorum title "Pons asinorum".
- Pons_asinorum urlname "PonsAsinorum".
- Pons_asinorum wikiPageUsesTemplate Template:Clear.
- Pons_asinorum wikiPageUsesTemplate Template:IPAc-en.
- Pons_asinorum wikiPageUsesTemplate Template:IPAlink.
- Pons_asinorum wikiPageUsesTemplate Template:Italic_title.
- Pons_asinorum wikiPageUsesTemplate Template:PlanetMath.
- Pons_asinorum wikiPageUsesTemplate Template:Respell.
- Pons_asinorum wikiPageUsesTemplate Template:Wikisource.
- Pons_asinorum wikiPageUsesTemplate Template:Wiktionary.
- Pons_asinorum subject Category:Articles_containing_proofs.
- Pons_asinorum subject Category:Elementary_geometry.
- Pons_asinorum subject Category:Euclidean_geometry.
- Pons_asinorum subject Category:History_of_mathematics.
- Pons_asinorum subject Category:Latin_words_and_phrases.
- Pons_asinorum subject Category:Theorems_in_plane_geometry.
- Pons_asinorum comment "In geometry, the statement that the angles opposite the equal sides of an isosceles triangle are themselves equal is known as the pons asinorum (/poːns asinoːrʊm/; English /ˈpɒnz ˌæsɨˈnɔərəm/ PONZ-ass-i-NOR-(r)əm), Latin for "bridge of donkeys". This statement is Proposition 5 of Book 1 in Euclid's Elements, and is also known as the isosceles triangle theorem.".
- Pons_asinorum label "Pons asinorum".
- Pons_asinorum sameAs Oslí_můstek.
- Pons_asinorum sameAs Pons_asinorum.
- Pons_asinorum sameAs Aasinsilta.
- Pons_asinorum sameAs Pont_aux_ânes.
- Pons_asinorum sameAs Pons_asinorum_(meetkunde).
- Pons_asinorum sameAs m.0340kh.
- Pons_asinorum sameAs Åsnebrygga.
- Pons_asinorum sameAs Q3140860.
- Pons_asinorum sameAs Q3140860.
- Pons_asinorum sameAs 驴桥定理.
- Pons_asinorum wasDerivedFrom Pons_asinorum?oldid=674772528.
- Pons_asinorum depiction Byrne_Preface-15.png.
- Pons_asinorum isPrimaryTopicOf Pons_asinorum.