[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 130
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.80.
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The machine reads it as
- pum um mmm quue an1
- 11
- DR OGR ESSIONES.
- Demonstratio.
- DEroctuas cHMaMIC.
- cundam huIuS; co-
- la planorum leties Ml
- M ad seriem NK, ve
- Placum AM ad placiu
- aabesut ve plana
- Enc similia; duplicatam
- hiabenc racione balium
- AB, BC; crgo series
- MdalcemKdu-
- plicaram Habet ratio.
- eibi eadacte. lla
- autem per corollarium
- Propolc. Praecedentis.
- progressionis bahum
- AB, BC, aC. terminuS
- es R, CrUnEIgIEUE AK
- BR aC. K ereS corinuR
- proporcoales. unde
- l
- Eit SE tCC 20NCI S 1IS..
- Et L. 11
- CaciotLade L clpu
- eata est rationiS AR
- ad B R, idestrarionis A B ad B C: erxo series MK cM ad Ceriem NR, vi AR ad CK:
- croz. A. Quare per convertionem rationis series M R, est 2d planum AM. VE A R ad C R: de.
- inde quia series AB, B C, CD, DF, _C. id est linca A K, est ad seriem AB, CD, _C.
- ve C A ad B A, eric alcernando AK ad C A, ve scries AB, C D, _C. ad A B: scd
- serieS planOTUM MK, est ad plaNuM AMI, VE AK ad C A, cr9O FCrICS MK est ad
- planum AM, releries AB, CD, aec. ad AB. Duoderat demonstraridum.
- Manifestum.
- Xdemonstrationis dilcurtu patertoram planorum seriem esse ad primum planum,
- ivc K A ad C A. Quod quia poste a vsus veniee, lixillarim nocare placuic.
- PROPOSITIO CXXVII.
- IIdem poliris (IC AL differentia primX AB, X cerri C. D.
- Dico cotam limilium planorum Ceriem esse ad primum planum ANI
- ve A B prima balis, ad A Lprima de cerria differenciam.
- Demonstratio.
- 13 huim. Fulaclincis A L, AB certia S P concinue proporcionalis. Ixicur S F saequalis eAtro
- ei scricibasium imparium AB, CD, F F, e c. ergo per praecedentem tora series
- planOruM M K est ad planum AM ve S F ad AB: Acqui ex constructione AB est
- 2d AI vc S F ad AB; erZo coca series cA 2d planum AM, ve AB ad AI. Quod
- erac demonstrandum.
- er0103t11O
- 212
- 2. hnima
- HS.
- Octum politis, terminum habens longicudinis, punctum RL: AaF aurem
- per octuagelim ahuiusS P, aequalis seriei balium imparium AB, C O, _c.
- Dico rectangulum super ST in alcicudinc AB aquari cori serici qua
- dratorum M L.
- Ademmanente Rgura, data sic quadrarorum series balibus in dire-
- Demon-
- o ute ue e e iu e se p e e i ue u p e . e t t pnndi
Cite
[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 130. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0187?run=74