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Archimedes : what did he do besides cry eureka?

Auteur : Sherman K Stein
Éditeur : Washington, DC : Mathematical Association of America, ©1999.
Collection : Classroom resource materials (Unnumbered)
Édition/format :   Livre : Biographie : AnglaisVoir toutes les éditions et les formats
Base de données :WorldCat
Résumé :
Many people have heard of two things about Archimedes: he was the greatest mathematician of antiquity and he ran from his bath crying, "Eureka, eureka!" few of us, layperson or mathematician are familiar with the accomplishments on which his reputation rests. This book answers the questions by describing in detail his astonishing accomplishments: how he developed the theory of the lever and the center of gravity;  Lire la suite...
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Détails

Personne nommée : Archimedes.; Archimède.; Archimedes.
Type d’ouvrage : Biographie, Ressource Internet
Format : Livre, Ressource Internet
Tous les auteurs / collaborateurs : Sherman K Stein
ISBN : 0883857189 9780883857182
Numéro OCLC : 42194474
Description : x, 155 p. : ill. ; 23 cm.
Contenu : The life of Archimedes? --
The law of the lever --
Center of gravity --
Big literary find in Constantinople --
The mechanical method --
Two sums --
The parabola --
Floating bodies --
The spiral --
The sphere --
Archimedes traps [pi] --
Appendix A, Affine mappings and the parabola, Appendix B, The floating paraboloid: special case --
Appendix C, Notation --
Appendix D, References.
Titre de collection : Classroom resource materials (Unnumbered)
Responsabilité : Sherman Stein.
Plus d’informations :

Résumé :

Many people have heard of two things about Archimedes: he was the greatest mathematician of antiquity and he ran from his bath crying, "Eureka, eureka!" few of us, layperson or mathematician are familiar with the accomplishments on which his reputation rests. This book answers the questions by describing in detail his astonishing accomplishments: how he developed the theory of the lever and the center of gravity; how he used the center of gravity to study whether a floating object would tip over; how he summed a geometric series and the squares; and how he found the volume and surface area of a sphere. His ability to do so much with the few tools at his disposal is astonishing. - Publisher.

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