Cardano, Geronimo, Opvs novvm de proportionibvs nvmerorvm, motvvm, pondervm, sonorvm, aliarvmqv'e rervm mensurandarum, non solùm geometrico more stabilitum, sed etiam uarijs experimentis & observationibus rerum in natura, solerti demonstratione illustratum, ad multiplices usus accommodatum, & in V libros digestum. Praeterea Artis Magnae, sive de regvlis algebraicis, liber vnvs abstrvsissimvs & inexhaustus planetotius Ariothmeticae thesaurus ... Item De Aliza Regvla Liber, hoc est, algebraicae logisticae suae, numeros recondita numerandi subtilitate, secundum Geometricas quantitates inquirentis ...

Table of figures

< >
[Figure 11]
Page: 28
[Figure 12]
Page: 28
[Figure 13]
Page: 28
[Figure 14]
Page: 29
[Figure 15]
Page: 29
[Figure 16]
Page: 29
[Figure 17]
Page: 30
[Figure 18]
Page: 30
[Figure 19]
Page: 31
[Figure 20]
Page: 31
[Figure 21]
Page: 32
[Figure 22]
Page: 32
[Figure 23]
Page: 32
[Figure 24]
Page: 33
[Figure 25]
Page: 33
[Figure 26]
Page: 33
[Figure 27]
Page: 34
[Figure 28]
Page: 34
[Figure 29]
Page: 35
[Figure 30]
Page: 35
[Figure 31]
Page: 36
[Figure 32]
Page: 41
[Figure 33]
Page: 41
[Figure 34]
Page: 42
[Figure 35]
Page: 43
[Figure 36]
Page: 45
[Figure 37]
Page: 45
[Figure 38]
Page: 46
[Figure 39]
Page: 46
[Figure 40]
Page: 47
< >
page |< < of 291 > >|
1uetur ſurſum à dextro in ſiniſtrum in inferiore parte, mouebitur à
ſiniſtro in dextrum, & uterque circulorum g & k in ſuperiore parte,
& in inferiore mouebitur contrario motu, ſcilicet in ſuperiore à ſini
ſtro in dextrum, & inferiore à dextro in ſiniſtrum, illi uerò duo or­
bes ſimili motu mouebuntur tam in parte ſuperiore, quàm inferio­
re, & proportio motuum eorum inter ſe erit uelut dimetientium
eorundem.
Cor^{m}. 1.
Cor^{m}. 2.
Rurſus cum a b circumuertatur cum manubrio c d f e, tanto uelo
cius circumuertetur, & in ea proportione, qua d f continetur in c n,
& in eodem tempore, in quo manubrium circumuertitur in eodem
axis circumuertitur, & orbis, ut dictum eſt, ergo in eodem tempo­
re, in quo axis circumuertitur in eodem orbis: ergo tanto tardius
uidebitur moueri axis ipſo orbe, quanta eſt proportio minoris in
æqualitatis ipſius axis, ſeu ambitus, ſeu ſemidimetientis ad ambi­
tum, ſeu ſemidimetientem orbis.
Propoſitio quinquageſimaquarta.
Proportio circuli ad ſuum diametrum per ſimilitudinem eſt quar­
ta pars peripheriæ. Rurſusque eiuſdem circuli ad peripheriam diame
tri quarta pars.
Co^{m}.
Quoniam enim ſuperficies circuli, ut ab
59[Figure 59]
Archimede demonſtratum eſt, fit ex dimi­

dio diametri in dimidium peripheriæ erit, ut
eadem fiat ex tota peripheria in quartam par
tem diametri, & ex tota diametro in quar­
tam partem peripherię. ergo proportio areę
circuli ad diametrum per ſimilitudinem

eſt quarta pars peripherię, & proportio areę
ad peripheriam eſt quarta pars dimetientis, quod erat probandum.
Per 16. ſex
ti Element.
Per 2. diff.
Propoſitio quinquageſima quinta.
Proportionem medicamentorum per ordines ſuppoſita æquali
proportione in ordinibus per quantitates, & proportiones de­
monſtrare.
Co^{m}.
Galenus libro quinto de Simplicibus medicamentis, quem ſe­

quuti ſunt alij medici, ponit quatuor ordines medicamentorum iux­
ta qualitates calidi, frigidi, ſicci, & humidi, & primus eſt cum medi­
camentum non ſentitur quale ſit licet operetur, uelut camęmelon, ab­
ſynthium, & oriza: ſecundus eſt, cum ſentitur, ſed non lædit, ut nux
myriſtica, ſaluia, ozimum: tertius eſt cum ſentitur, & lædit, ſed
non deſtruit, neque corrumpit corpus, uelut aſſarum apium ſta­
phiſagria, cappares, myrrha, ruta: quartus eſt, cum deſtruit ue­
lut pyretrum, piper, euphorbium cæpe aggreſte, & ſinapis,

Text layer

  • Dictionary
  • Places

Text normalization

  • Original

Search


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