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

Table of contents

< >
[51.] PROBLEMA I. PROPOS. 1.
Page: 34 (14)
[52.] COROLLARIVM.
Page: 35 (15)
[53.] PROBLEMA II. PROPOS. II.
Page: 35 (15)
[54.] PROBLEMA III. PROPOS. III.
Page: 36 (16)
[55.] SCHOLIVM.
Page: 37 (17)
[56.] THEOREMA I. PROPOS. IV.
Page: 37 (17)
[57.] COROLLARIVM I.
Page: 38 (18)
[58.] COROLLARIVM II.
Page: 38 (18)
[59.] THEOREMA II. PROPOS. V.
Page: 38 (18)
[60.] THEOREMA III. PROPOS. VI.
Page: 39 (19)
[61.] COROLLARIVM.
Page: 40 (20)
[62.] THEOREMA IV. PROPOS. VII.
Page: 40 (20)
[63.] THEOREMA V. PROPOS. VIII.
Page: 41 (21)
[64.] COROLLARIV M.
Page: 42 (22)
[65.] THEOREMA VI. PROPOS. IX.
Page: 42 (22)
[66.] COROLLARIVM.
Page: 43 (23)
[67.] THEOREMA VII. PROPOS. X.
Page: 43 (23)
[68.] THEOREMA VIII. PROPOS. XI.
Page: 44 (24)
[69.] COROLLARIV M.
Page: 46 (26)
[70.] LEMMA PRO ANTECED. PROP.
Page: 47 (27)
[71.] THEOREMA IX. PROPOS. XII.
Page: 47 (27)
[72.] COROLLARIV M.
Page: 48 (28)
[73.] THEOREMA X. PROPOS. XIII.
Page: 48 (28)
[74.] THEOREMA XI. PROPOS. XIV.
Page: 50 (30)
[75.] THEOREMA XII. PROPOS. XV.
Page: 51 (31)
[76.] SCHOLIVM.
Page: 52 (32)
[77.] THEOREMA XIII. PROPOS. XVI.
Page: 52 (32)
[78.] COROLLARIVM.
Page: 52 (32)
[79.] THEOREMA XIV. PROPOS. XVII.
Page: 53 (33)
[80.] COROLLARIVM.
Page: 53 (33)
< >
page |< < (99) of 569 > >|
11999GEOMETRIÆ
CAVALER II
LIBER SECVNDVS.
In quo de Triangulo præcipuè, & Parallelogram-
mo, ac Solidis ab eiſdem genitis plura de-
monſtrantur, necnon aliæ quædam
Propoſitiones lemmaticæ pro ſe-
quentibus Libris oſten-
duntur.
DIFINITIONES.
I.
SI per oppoſitas tangentes cuiuſcunq; da-
tæ planæ figuræ ducantur duo plana in-
uicem parallela, recta, ſiue inclinata ad
planum datæ figuræ, hinc inde indefini-
tè producta; quorum alterum moueatur
verſus reliquum eidem ſemper æquidi-
11Poſt Se-
cund. lib.
1. ſtans donec illi congruerit: ſingulæ re-
ctæ lineæ, quæ in toto motu fiunt com-
munes ſectiones plani moti, & datæ figuræ, ſimul collectæ
22E. Defin.
Sec. lib. 1. vocentur: Omnes lineæ talis figuræ, ſumptæ regula vna ea-
rundem; & hoc cum plana ſunt recta ad datam figuram: Cum
verò ad illam ſunt inclinata vocentur. Omnes lineę eiuſdem
obliqui tranſitus datæ figuræ, regula pariter earundem vna;
libeat tamen, cum expediet, etiam prædictas vocare, recti
tranſitus, ſicuti has, obliqui tanſitus, eius nempè, qui fit in
tali ęquidiſtãtium planorum ad datam figuram inclinatione.

Text layer

  • Dictionary

Text normalization

  • Original

Search


  • Exact
  • All forms
  • Fulltext index
  • Morphological index
Impressum