A History of Greek Mathematics, Volum 1Clarendon Press, 1921 |
Des de l'interior del llibre
Resultats 1 - 5 de 23.
Pàgina 28
... Multiples of 10000 seem to have been expressed as multiples of 1000 ; at least , 120000 seems to be attested in the form 100.1000+ 20.1000 . The absence of any definite unit above 1000 ( if it was really absent ) must have rendered the ...
... Multiples of 10000 seem to have been expressed as multiples of 1000 ; at least , 120000 seems to be attested in the form 100.1000+ 20.1000 . The absence of any definite unit above 1000 ( if it was really absent ) must have rendered the ...
Pàgina 38
... multiples of ten or of 1000 or 10000. Again , in using the multiplication table , we say ' three times four is twelve ' , or ' three multiplied by four = twelve ; the Greek would say τρὶς τέσσαρες , οι τρεῖς ἐπὶ τέσσαρας , δώδεκα , and ...
... multiples of ten or of 1000 or 10000. Again , in using the multiplication table , we say ' three times four is twelve ' , or ' three multiplied by four = twelve ; the Greek would say τρὶς τέσσαρες , οι τρεῖς ἐπὶ τέσσαρας , δώδεκα , and ...
Pàgina 55
... multiple of 100 , say 800 , 8 is the base . In multiplying three numbers such as 2 , 30 , 800 , therefore ... multiples of ten , each less MULTIPLICATION 55.
... multiple of 100 , say 800 , 8 is the base . In multiplying three numbers such as 2 , 30 , 800 , therefore ... multiples of ten , each less MULTIPLICATION 55.
Pàgina 56
... multiples of 100 , each less than 1000 ) , and so on . In the final proposition ( 25 ) , with which the introductory lemmas close , the factors are of all three kinds , some containing units only , others being multiples of 10 ( less ...
... multiples of 100 , each less than 1000 ) , and so on . In the final proposition ( 25 ) , with which the introductory lemmas close , the factors are of all three kinds , some containing units only , others being multiples of 10 ( less ...
Pàgina 69
... multiples and submultiples . Chrysippus ( third century B.C. ) called it ' multitude one ' ( λños év ) , a definition objected to by Iamblichus as a contradiction in terms , but important as an attempt to bring 1 into the conception of ...
... multiples and submultiples . Chrysippus ( third century B.C. ) called it ' multitude one ' ( λños év ) , a definition objected to by Iamblichus as a contradiction in terms , but important as an attempt to bring 1 into the conception of ...
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Apollonius Archimedes Archytas argument Arist Aristotle arithmetic astronomy attributed axis base Book centre circle circumference conics construction cube curve definition Democritus diameter discovered discovery draw Elements equal equation Euclid Eudemus Eudoxus Eutocius figure follows fractions geometry given straight line gives gnomon Greek Hippocrates hyperbola hypothesis Iamblichus incommensurable indivisible indivisible lines inscribed irrationals isosceles latter lemma length lune magnitudes mathematician mathematics mean proportionals Menaechmus method method of exhaustion motion multiple namely Nicom Nicomachus odd numbers Pappus parallel parallelogram passage plane Plato polygon porism problem Proclus Proclus on Eucl proof propositions proved pyramid Pythagoras Pythagoreans quadratrix quadrature radius ratio rectangle rectilineal right angles right-angled triangle says semicircle side Simplicius solids solution sphere square number square root suppose Thales Theaetetus Theon of Smyrna theory of proportion things Timaeus tion treatise trisection Zeno καὶ