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

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[71.] THEOREMA IX. PROPOS. XII.
Page: 47 (27)
[72.] COROLLARIV M.
Page: 48 (28)
[73.] THEOREMA X. PROPOS. XIII.
Page: 48 (28)
[74.] THEOREMA XI. PROPOS. XIV.
Page: 50 (30)
[75.] THEOREMA XII. PROPOS. XV.
Page: 51 (31)
[76.] SCHOLIVM.
Page: 52 (32)
[77.] THEOREMA XIII. PROPOS. XVI.
Page: 52 (32)
[78.] COROLLARIVM.
Page: 52 (32)
[79.] THEOREMA XIV. PROPOS. XVII.
Page: 53 (33)
[80.] COROLLARIVM.
Page: 53 (33)
[81.] THEOREMA XV. PROPOS. XVIII.
Page: 54 (34)
[82.] COROLLARIVM.
Page: 55 (35)
[83.] THEOREMA XVI. PROPOS. XIX.
Page: 55 (35)
[84.] COROLLARIVMI.
Page: 57 (37)
[85.] COROLLARIVM II.
Page: 57 (37)
[86.] THEOREMA XVII. PROPOS. XX.
Page: 58 (38)
[87.] THE OREMA XVIII. PROPOS. XXI.
Page: 58 (38)
[88.] COROLLARIVM.
Page: 59 (39)
[89.] THEOREMA XIX. PROPOS. XXII.
Page: 60 (40)
[90.] COROLLARIVM I.
Page: 62 (42)
[91.] COROLLARIVM II.
Page: 62 (42)
[92.] LEMMA PRO ANTECED. PROP.
Page: 62 (42)
[93.] THEOREMA XX. PROPOS. XXIII.
Page: 63 (43)
[94.] COROLLARIVM.
Page: 63 (43)
[95.] THEOREMA XXI. PROPOS. XXIV.
Page: 63 (43)
[96.] COROLLARIVM.
Page: 65 (45)
[97.] THEOREMA XXII. PROPOS. XXV.
Page: 65 (45)
[98.] COROLLARIVM.
Page: 66 (46)
[99.] THEOREMA XXIII. PROPOS. XXVI.
Page: 67 (47)
[100.] THEOREMA XXIV. PROPOS XXVII.
Page: 69 (49)
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page |< < (138) of 569 > >|
158138GEOMETRIÆ nam, 9 {10/ } {11/ }, collectę erunt. Si igitur hoc fiat in cęteris figuris, quę
in ſolidis, HZ {00/ }, Σ Γ 2, ipſis tangentibus planis æquidiſtant, tandem
habebimus duo ſolida, quæ ſint, LDFG, 3687, æqualia duobus
ſolidis, HZ {00/ }, Σ Γ 2, ſeu duobus, AP, V & , LDGF, nempè ipſi,
AP, & , 3687, ipſi, V & , nam omnia eorum plana, regulis oppo-
113. huius. ſitis tangentibus planis, ſunt inter ſe æqualia ex conſtructione. Sed
& hæc ſolida, LDGF, 3687, dico eſſe inter ſe ſimilia: Cum . n.
92[Figure 92] præfatis oppoſitis tangentibus planis (quæ ſunt etiam oppoſita tan-
gentia plana ſolidorum, LDGF, 3687,) incidant quoq; duo pla-
na, LT, 3, {13/ }, ad eundem angulum ex eadem parte (ſunt . n. prima
2226. lib. 1. plana, HG, Σ 8, oppoſitis tangentibus planis æquè, & ad eandem
partem, inclinata, & anguli, TG {00/ }, {13/ } 82, æquales inter ſe, nec-
non anguli, LG {00/ }, 382, vnde etiam ſecunda plana ad eadem tan-
gentia plana ſunt ad eundem angulum ex eadem parte. Sint verò
3326. lib. 1. figuræ ex planis inclinata oppoſitis tangentibus parallelis,

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