Quantum redactiones paginae "Theorema Pythagorae" differant

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[[Fasciculus:Pythagoras-2a.gif|thumb|Commotus geometricus approbatio theoremae Pythagorae]]
'''Theorema Pythagorae,'''<ref>[http://books.google.de/books?id=_QoAAAAAYAAJ&pg=PA238&lpg=PA238&dq=Theorema+Pythagorae&source=web&ots=L9e6QdC7wC&sig=my9VpJhhdHtLed-p6QoA29SdtO0&hl=de Lamberti Bos ellipses Graecae].</ref> vel '''sententia Pythagorae,'''<ref>[http://www.tertullian.org/articles/evans_res/evans_res_03latin.htm Q. Septimii Florentis Tertulliani de Resurrectione Carnis liber.]</ref> in [[geometria EuclideanaEuclidea]]na est [[theorema]] quod dicit [[triangulum|trianguli]] recti [[hypotenusa]]m quadratam aequalem esse summae aliorum laterum quadratorum.
 
Enuntiatum theorematis est: in triangulo ABC, ubi angulum rectum est in B et hypotenusa est AC, habemus AB² + BC² = AC².