Viviani, Vincenzo, De maximis et minimis, geometrica divinatio : in qvintvm Conicorvm Apollonii Pergaei

Table of contents

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[191.] THEOR. XLV. PROP. XCI.
[192.] COROLL. I.
[193.] COROLL. II.
[194.] THEOR. XLVI. PROP. XCII.
[195.] THEOR. XLVIII. PROP. XCIII.
[196.] PROBL. XXXIV. PROP. XCIV.
[197.] PROBL. XXXV. PROP. XCV.
[198.] PROBL. XXXVI. PROP. XCVI.
[199.] THEOR. XLVIII. PROP. XCVII.
[200.] COROLL.
[201.] THEOR. IL. PROP. IIC.
[202.] THEOR. L. PROP. IC.
[203.] THEOR. LI. PROP. C.
[204.] PRIMI LIBRI FINIS.
[205.] ADDENDA LIB. I.
[206.] Pag. 74. ad finem Prim. Coroll.
[207.] Ad calcem Pag. 78. COROLL. II.
[208.] Pag. 87. ad finem Moniti.
[209.] Pag. 123. poſt Prop. 77. Aliter idem, ac Vniuerſaliùs.
[210.] COROLL.
[211.] Pag. 131. poſt Prop. 84.
[212.] Pag. 144. ad calcem Prop. 93.
[213.] SCHOLIVM.
[214.] Pag. 147. ad finem Prop. 97.
[215.] FINIS.
[216.] DE MAXIMIS, ET MINIMIS GEOMETRICA DIVINATIO In Qvintvm Conicorvm APOLLONII PERGÆI _IAMDIV DESIDERATVM._ AD SER ENISSIMVM PRINCIPEM LEOPOLDVM AB ETRVRIA. LIBER SECVNDVS. _AVCTORE_ VINCENTIO VIVIANI.
[217.] FLORENTIÆ MDCLIX. Apud Ioſeph Cocchini, Typis Nouis, ſub Signo STELLÆ. _SVPERIORVM PERMISSV._
[218.] SERENISSIMO PRINCIPI LEOPOLODO AB ETRVRIA.
[219.] VINCENTII VIVIANI DE MAXIMIS, ET MINIMIS Geometrica diuinatio in V. conic. Apoll. Pergæi. LIBER SECVNDVS. LEMMA I. PROP. I.
[220.] LEMMA II. PROP. II.
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174150 circumſcribitur. Aliorum verò, inſcriptum ad H, minorem eſſe inſcripto
ad punctum G, quod minoris axis vertici propinquius eſt.
Quæuis enim perpendicularis LH, I G inter ſemi - axes, maior eſt
ſemi- axe maiori E A, ſed minor ſemper ſemi- recto FB;
1191. h. vnde circulus ex EA erit _MINIMVS_, & ex FB
_MAXIMVS_ circumſcriptibilium;
ſed eſt
L H minor I G:
quare circulus 2294. h. L H erit minor circulo ex
IG.
Quod erat pro-
poſitum.
At rotundus hic Propoſitionum nnmerus, eſt quæſo
PRIMI LIBRI
FINIS.

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