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

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[391.] COROLLARIVM XXIII.
[392.] COROLLARIVM XXIV.
[393.] COROLLARIVM XXV.
[394.] COROLLARIVM XXVI.
[395.] COROLLARIVM XXVII.
[396.] COROLLARIVM XXVIII. SECTIO PRIOR.
[397.] SECTIO POSTERIOR.
[398.] COROLL. XXIX. SECTIO PRIMA.
[399.] SECTIO II.
[400.] SECTIO III.
[401.] SECTIO IV.
[402.] SCHOLIVM.
[403.] Finis Tertij Libri.
[404.] CAVALER II LIBER QVARTVS. In quo de Parabola, & ſolidis ab eadem genitis enucleatur doctrina.
[405.] THEOREMAI. PROPOS. I.
[406.] COROLLARIVM.
[407.] THEOREMA II. PROPOS. II.
[408.] THEOREMA III. PROPOS. III.
[409.] THEOREMA IV. PROPOS. IV.
[410.] COROLLARIVM.
[411.] THEOREMA V. PROPOS. V.
[412.] COROLLARIV M.
[413.] THEOREMA VI. PROPOS. VI.
[414.] COROLLARIV M.
[415.] THEOREMA VII. PROPOS. VII.
[416.] THEOREMA VIII. PROPOS. VIII.
[417.] SCHOLIV M.
[418.] PROBLEMA I. PROPOS. IX.
[419.] THEOREMAIX. PROPOS. X.
[420.] COROLLARIV M.
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305285GEOMETRIÆ
THEOREMAI. PROPOS. I.
Sit ergo parabola, FCH, in baſi, FH, circa axim, vel diame-
trum
, CG, ſit autem in eadem baſi, FH, &
circa eundem axim, vel
diametrum
parallelogrammum quoq;
AH, & triangulum, CFH.
199[Figure 199] Dico ergo parallelogrammum, AH,
eſſe
ſexquialterum parabolæ, FCH;
triangulum autem, CFH, eſſe eiuſdem
parabolæ
, FCH, ſubſexquitertium.

Sumatur
ergoin, CE, quæ tangit pa-
rabolam
in puncto, C, vtcunque pun-
ctum
, N, &
per, N, ducatur ipſi, CG,
parallela
, NO, producta vſque ad ba-
ſim
, FH, cui occurrantin, O;
quæ pa-
riter
ſecet curuam parabolæin, M, &

per
, M, ducatur ipſi baſi, FH, parallela, IL.
Eſtergo

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