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

Table of contents

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[271.] A. COROLLARII IV. GENERALIS. SECTIO I.
[272.] B. SECTIO II.
[273.] C. SECTIO III.
[274.] D. SECTIO IV.
[275.] E. SECTIO V.
[276.] F. SECTIO VI.
[277.] G. SECTIO VII.
[278.] H. SECTIO VIII.
[279.] I. SECTIO IX.
[280.] K. SECTIO X.
[281.] L. SECTIO XI.
[282.] M. SECTIO XII.
[283.] N. SECTIO XIII.
[284.] THEOREMA XXXV. PROPOS. XXXV.
[285.] SCHOLIV M.
[286.] THEOREMA XXXVI. PROPOS. XXXVI.
[287.] THEOREMA XXXVII. PROPOS. XXXVII.
[288.] COROLLARIVM.
[289.] THEOREMA XXXVIII. PROPOS. XXXVIII.
[290.] SCHOLIVM.
[291.] THEOREMA XXXIX. PROPOS. XXXIX:
[292.] THEOREMA XL. PROPOS. XL.
[293.] COROLLARIVM.
[294.] THEOREMA XLI. PROPOS. XLI.
[295.] THEOREMA XLII. PROPOS. XLII.
[296.] COROLLARIVM.
[297.] SCHOLIVM.
[298.] Finis Secundi Libri.
[299.] CAVALERII LIBER TERTIVS. In quo de circulo, & Ellipſi, ac ſolidis ab eiſdem genitis, traditur doctrina.
[300.] THEOREMA I. PROPOS. I.
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page |< < (256) of 569 > >|
276256GEOMETRIÆ rectangulis bis ſub eadem, & ſub quadrilineo, BGMXT, erunt vt,
AR
, ad ellipſim, BDMG.
Sic etiam fiet demonſtratio, ſi produ-
cantur
, FA, RC, ſimiliter ac productę ſunt, AC, FR, quarum al-
tera
pro regula ſumatur.

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