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Pagina 282
If the geometrical treatises had stood alone, Archimedes might seem, as Wallis
said, “as it were of set purpose to have covered up the traces of his investigations
, as if he had grudged posterity the secret of his method of inquiry, while he ...
If the geometrical treatises had stood alone, Archimedes might seem, as Wallis
said, “as it were of set purpose to have covered up the traces of his investigations
, as if he had grudged posterity the secret of his method of inquiry, while he ...
Pagina 284
Qurra under the name of Archimedes is not by Archimedes in its present form,
since the propositions mention his name several times; but some of these
propositions may easily be of Archimedean origin, notably those about the
geometrical ...
Qurra under the name of Archimedes is not by Archimedes in its present form,
since the propositions mention his name several times; but some of these
propositions may easily be of Archimedean origin, notably those about the
geometrical ...
Pagina 285
Pappus states the same property with reference to a point of support, and Heron
says that Archimedes lays down a certain procedure in a “Book on Supports'.
Simplicius refers to 'problems on the centre of gravity', kevrpoflapuká, “such as ...
Pappus states the same property with reference to a point of support, and Heron
says that Archimedes lays down a certain procedure in a “Book on Supports'.
Simplicius refers to 'problems on the centre of gravity', kevrpoflapuká, “such as ...
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Inhoudsopgave
INTRODUCTORY | 1 |
NUMERICAL INOTATION AND PRACTICAL CAL | 11 |
PYTHAGOREAN ARITHMETIC | 36 |
Copyright | |
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according added Apollonius appear applied Archimedes arithmetic assumed base beginning Book called centre circle cone conics construction contained corresponding cube curve cylinder definition described diameter Diophantus discovered divided draw drawn earth edition Elements equal equation equivalent Eucl Euclid expressed fact figure follows four geometry given gives greater Greek height Heron included inscribed Join known latter length less mathematics means measure meet mentioned method multiplied namely observations obtained original Pappus parallel parallelogram particular plane Plato polygon position problem Proclus produced proof Prop proportion propositions proved pyramid Pythagoreans radius ratio rectangle reference regular relation represented respectively result right angles says segment shows sides similar solid solution solved sphere square straight line Suppose surface theorem theory things third tion translation treatise triangle volume whole