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

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[Item 1.]
[2.] TURNER COLLECTION
[3.] THE LIBRARY UNIVERSITY OF KEELE
[4.] GEOMETRIA INDIVISIBILIBVS CONTIN VOR VM Noua quadam ratione promota. _AVTHORE_ P. BONAVENTVRA CAVALERIO MEDIOLANEN _Ordinis S.Hieron. Olim in Almo Bononien. Archigym._ _Prim. Mathematicarum Profeſſ._ In hac poftrema edictione ab erroribus expurgata. _Ad Illuſtriſs. D. D._ MARTIVM VRSINVM PENNÆ MARCHIONEM &c.
[5.] BONONIÆ, M. DC. LIII.
[6.] _ILLVSTRISSIME_ MARCHIO
[7.] PRÆFATIO
[8.] In huius Libri Autorem.
[9.] In Librum Geometriæ.
[10.] Ad Libri Auctorem.
[11.] Ad Librum Geometriæ.
[12.] DeLibro Geometriæ.
[13.] De Libro Geometriæ.
[14.] Ad Autorem Libri Geometriæ.
[15.] CAVALERII LIBER PRIMVS. In quo præcipuè de ſectionibus Cylindricorum, & Conicorum, nec non ſimilibus figuris quædam element aria præmittuntur; ac aliquæ Pro-poſitiones lemmaticæ pro ſequen-tibus Libris oſtenduntur. DIFINITIONES. A. I.
[16.] B.
[17.] C.
[18.] A. II.
[19.] B.
[20.] C.
[21.] D.
[22.] E.
[23.] SCHOLIVM.
[24.] III.
[25.] A. IV.
[26.] COROLLARIVM.
[27.] B.
[28.] V.
[29.] VI.
[30.] VII.
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_S_Int ſolida, Γ β 3 Φ, AHBM, quorum ſint oppoſita tangen-
tia
plana, Δ Ζ &
, ſolidi, Γ β 3 Φ, & , QP, L Π, ſθ-
22_B. Def. 2._ lidi, AHBM, ſint autem alia duo plana, quæ iſtis incidant ad
eundem
angulum ex eadem parte, Δ Υ QK, illa nempè quo-
rum
, et dictorum tangentium ſint communes ſictiones, ΔΧ Ζ
7[Figure 7] Τ, QF, LK, ſecentur nunc dicta ſolida planis tangentibus pa-
rallelis
, quæ diuidant eorum altitudinesreſpectu duitorum tan-
33_D. Def. 2._ gentium ſump@as ſimiliter ad eandem partem:
Sint autem eo-
rum
in dictis ſolidis conceptæ ſiguræ planæ ſimiles, ſivna in vno
44_A. E. Def._
_10
._
quoq;
ſolido figura producantur, velſiplures, binæ ſimiles, et fi-
militer
inter ſe diſpoſitæ, quæ fiunt in vno, ac quæ fiunt in alio ſo-
lido
, ex.
g. ipſæ, β Λ, Σ Φ, HE, CM, quæ ſint binæ ſimiles, ideſt,
β
Λ, ipſi, HE, &
, Σ Φ, ipſi, CM, & , β λ, Σ Φ, ſimiliter inter
ſe
diſpoſitæ, ac ipſæ, HE, CM, quarum ſimilium figurarum bo-
mologæ
duabus quibuſcumque regulis, vt ipſis, Ω, PR, æqui-
dicto
nt;
vel ſihæ non ſint cum planis, Δ Υ, QK,

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