# Full text: Cavalieri, Bonaventura: Geometria indivisibilibvs continvorvm

GEOMETRI Æ pro alis in hac propoſitione ſit pariter regula, extendaturq; hinc
indevt ſecet EC, vt in, N, HV, vt in, R, & PV, vt in, Q, ergo, CG,
ex, HG, GO, & ſub, OH, (hoc. n. deducitur ex prop. 3. lib. 4. quæ
non dependet à prop. 1. neq; indi-
get, quod denuò demonſtretur)
dratum, OR, ſed vt, CG, ad MO,
gulum ſub, CG, ſeu, NO, & OM, ergo quadratum, CG, ad rectan-
euenire oſtendemus; ergo ſolidum rectangulum ſub, EG, paral-
lelogrammo, & ſemiparabola, CHG, erit proportionaliter ana-
C V, ſecundum eandem autem oſtendemus etiam quadratum
ſolidum, EG, eſſe proportionaliter analogum quadrato ſolido, H
rectangulum ſolidum ſub, EG, HCG, erit vt quadratum ſolidum,
ſequialterum eſt quadrati ſolidi, HGV, cum, VG, tranſeat per cen-
trum, G, ergo quadratum ſolidum, EG, ſexquialterum erit rectan-
guli ſolidi ſub, EG, HCG, ſed vt quadratum ſolidum, EG, ad rectan-
gulum ſolidum ſub, EG, HCG, ita baſis, EG, ad baſim, HCG, ergo,
EG, erit ſexquialtera, HCG, & conſequenter, viſa figura prop. 1. lib. 4. erit parallelogrammum, AH, ſequialterum parabolæ, FCH,
quod oſtendendum erat.

Elicitur
ex 20. hu-
ius.
Cor. 1. 13.
huius.

## 750.ANNOTATIO.

PEr hanc autem ſuppletur prop. 1. lib. 4. etenim illius poſterior
pars deducetur, vt ibi, hac vero demonſtrata reliqua nunc

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