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CONICORUM LIBER IV. 11. Haec quidem communiter in omnibus sectionibus lemonstrantur, in hyperbola autem sola hocce: si z/5 contingit, ^F autem in duobus punctis E, F et puncta Ej F punctum contactus B continent, et iecat, mnctum zJ intra angulum ab asymptotis comprehenjum positum est, demonstratio similiter conficietur; nam fieri potest, ut a z/ puncto aliam rectam contingentem zlA ducamus et similiter conficiamus. IIL reliquam demonstrationem lisdem positis puncta Ej T punctum contactus B IV. inter se ne contineant, punctum autem z/ intra angulum ab asymptotis comprebensum positum sit. itaque fieri potest, ut a z/ aliam contingentem ducamus Â et reliqua similiter demonstremus. lisdem positis si puncta concursus E, F punctum contactus B continent, zJ autem punctum in angulo positum est, qui angulo ab asymptotis comprelienso deinceps positus est, recta a puncto contactus ad punctum diuisionis ducta <strong>cum</strong> sectione opposita concurret, et recta a puncto concursus ducta oppositam continget.
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(D s APOLLONIl PERGAEI QUAE GEAECE
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PEAEFATIO. Praeter librum lY Conico
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AB PRAEFATIO. V 3. cod. Paris. Gr.
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PRAEFATIO. VII II p. 306, 2 A, B] A
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; PRAEFATIO. IX pro nACGON, p. 202,
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PROLEGOMENA. Cap. I. De codieibus C
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PROLEGOMENA. XIII Apollonii Conic.
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PROLEGOMENA. XV codicum illorum XXV
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: PROLEGOMENA. XVH in Galliam cum c
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PROLEGOMENA. XIX i-n — om., ov 8i
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PEOLEGOMENA. XXI Ss 24; p. 4, 13 6v
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PROLEGOMENA. XXIII p. U, 2 Tf^vovaL
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PROLEGOMENA. XXV p. 166, 2 dvo] pos
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PROLEGOMENA. XXVII p. 292, 20 ^Z] s
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PROLEGOMENA. XXIX I p. 410, 16 eatc
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PROLEGOMENA. XXXI obstat, quomiims
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FRAGMENTA.
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I COMMENTARIA ANTIQUA.
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