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

Table of figures

< >
[Figure 321]
[Figure 322]
[Figure 323]
[Figure 324]
[Figure 325]
[Figure 326]
[Figure 327]
[Figure 328]
[Figure 329]
[Figure 330]
[Figure 331]
[Figure 332]
[Figure 333]
[Figure 334]
[Figure 335]
[Figure 336]
[Figure 337]
[Figure 338]
[Figure 339]
[Figure 340]
[Figure 341]
[Figure 342]
[Figure 343]
[Figure 344]
[Figure 345]
[Figure 346]
[Figure 347]
[Figure 348]
[Figure 349]
[Figure 350]
< >
page |< < (452) of 569 > >|
472452GEOMETRIÆ ſpatio, ad circulum eiuſdem numeri, eſt vt compoſitum ex
rectangulo ſub radio eiuſdem circuli, &
ſub radio circuli
vnitate minoris, vna cum 3.
parte quad. differentiæ vtri-
uſq;
radij, ad quadratum maioris radij prædictorum.
Sit quicunq; circulus, CDFB, ſpatium eiuſdem numeri cum eo,
quod cõtinetur ſub ſpirali, GMSIB, &
voluta, GB; circulus vnita-
te minor ipſæ, YaHG.
Dico ſpatium dictum ad circulum, BCD
F, eſſe vt rectangulum, BAG, cum tertia parte quadrati, GB, ad
quadratum, AB.
Exponatur triangulus, LPQ, rectum habens an-
gulum ad, P, cuius latus, LP, ſit æquale ipſi, AB, &
latus, PQ,
æquale compoſito ex tot circumferentijs circuli, CDFB, quot ra-
dij primi circuii ſunt in, AB, deinde intra triangulum, LPQ, ver-
tice, L, deſcripta ſit parabola, cuius curua tranſeat per, Q, quæ
1120. l. 4. ſit, LΩQ, ita vt, LP, ſit eandem tangens in, L, &
ſecans paralle-
la axi ipſa, QP, abſcindatur deinde ab, LP, recta, Lβ, æqualis ipſi-
324[Figure 324]

Text layer

  • Dictionary

Text normalization

  • Original
  • Regularized
  • Normalized

Search


  • Exact
  • All forms
  • Fulltext index
  • Morphological index