Cavalieri, Buonaventura, Geometria indivisibilibvs continvorvm : noua quadam ratione promota

Table of contents

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[591.] SECTIO POSTERIOR.
[592.] COROLLARIVM XVII.
[593.] COROLLARIVM XVIII.
[594.] COROLL. XIX. SECTIO PRIOR.
[595.] SECTIO POSTERIOR.
[596.] COROLLARIVM XX.
[597.] COROLLARIVM XXL
[598.] COROLL. XXII. SECTIO PRIMA.
[599.] SECTIO II.
[600.] SECTIO III.
[601.] COROLLARIVM XXIII.
[602.] COROLLARIVM XXIV.
[603.] COROLLARIVM XXV.
[604.] COROLLARIVM XXVI.
[605.] COROLLARIVM XXVII.
[606.] COROLL. XXVIII. SECTIO PRIOR.
[607.] SECTIO POSTERIOR.
[608.] COROLL. XXIX. SECTIO PRIOR.
[609.] SECTIO POSTERIOR.
[610.] SCHOLIV M.
[611.] Finis Quinti Libri.
[612.] GEOMETRIAE CAVALER II LIBER SEXTVS. In quo de Spatijs Helicis, & Solidis in-de genitis, ac alijs quibuſdam ex ſuperioribus deductis, ſpecula-tio inſtituitur. DEFINITIONES, I.
[613.] II.
[614.] III.
[615.] IV.
[616.] SCHOLIVM.
[617.] THEOREMA I. PROPOS. I.
[618.] THEOREMA II. PROPOS. II.
[619.] THEOREMA III. PROPOS. III.
[620.] COROLLARIVM I.
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GEOMETRIAE
CAVALER II
LIBER SEXTVS.
In quo de Spatijs Helicis, & Solidis in-
de genitis, ac alijs quibuſdam ex
ſuperioribus deductis, ſpecula-
tio inſtituitur.
DEFINITIONES,
I.
SI, dato quocumque circulo, ſuper eiuſdem
centro, ad diſtantiam omnium punctorum
11Deffin. 3.
l. 2.
recti tranſitus ipſius ſemidiametri, circulo-
rum circumferentiæ deſcribi intelligan-
tur;
prædictæ circumferentiæ ſimul ſum-
ptæ dicantur.
Omnes circumferentiæ dati circuli.
II.
ET ſi à præfato circulo quęcumque figura abſciſſa in-
telligatur;
portiones omnium circumferentiarum
dicti circuli, conceptæ in abſciſſa figura, dicentur.
Om-
nes circumferentiæ eiuſdem abſciſſæ figuræ.

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