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

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[211.] D. SECTIO IV.
[212.] E. SECTIO V.
[213.] F. SECTIO VI.
[214.] G. SECTIO VII.
[215.] H. SECTIO VIII. ET VLTIMA.
[216.] COROLLARIVM I.
[217.] COROLLARIVM II.
[218.] THE OREMA XVIII. PROPOS. XVIII.
[219.] THE OREMA XIX. PROPOS. XIX.
[220.] COROLLARIVM I.
[221.] COROLLARIVM II.
[222.] LEMMA.
[223.] THE OREMA XX. PROPOS. XX.
[224.] COROLLARIVM.
[225.] THE OREMA XXI. PROPOS. XXI.
[226.] COROLLARIVM.
[227.] THE OREMA XXII. PROPOS. XXII.
[228.] A. COROLLARII SECTIO I.
[229.] B. SECTIO II.
[230.] C. SECTIO III.
[231.] D. SECTIO IV.
[232.] E. SECTIO V.
[233.] F. SECTIO VI.
[234.] THEOR EMA XXIII. PROPOS. XXIII.
[235.] A. COROLLARII SECTIO I.
[236.] B. SECTIO II.
[237.] C. SECTIO III.
[238.] D. SECTIO IV.
[239.] E. SECTIO V.
[240.] F. SECTIO VI.
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11898GEOMETRIÆ LIBER I.
SCHOLIVM.
_N_E miretur autem Lector ſi in hoc quaſdam propoſitiones aſſum-
pſerim tamquam veras, quæ in ſequenti Libro demon§trantur,
quales præcipuè eſſe potuerunt Propoſ.
5. 6. 7. & 8. lib. ſequentis, has
.
n accepitamquam in Elementis iam demonſtratas, licet potuiſſent etiam
deſumi ex ſeq.
Lib. 2. cum ipſæ non penderent ex hic demonſtrandis, ne
fieret petitio principij, vt ſuis locis admonui in præſenti Libro;
placuit
tamen eaſdem Propoſ.
noua mea methodo indiuiſibilium etiam demon-
ſtrare, vt ex ea, tamquam ex herculeo cornu, quanta ſit manans demon-
ſtrationum affluentia paſſin digito demonſtrarem.
Finis Primi Libri.
66[Figure 66]

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