[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 1006
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: 0.89.
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The machine reads it as
- 1006
- N GVLA CXLEHDR
- AICOCOrpUS CF TTKD AB, ma
- us cepamide quae hc sub bali re-
- ctangula M C L. in alticudine BC.
- Demonstratio.
- TOrpuS CFFTKD AB eAt aquale py.
- ramta (ub basi guxe sic aequalis lupert
- ciebus CFHT, RCFTI, XO AD e sub
- alcirudine BC, ve pacet ex dilcursu 62. hu-
- ius, sed superHicieS C F FI, R G F FI, ROAD
- maiores lunc rectangulo M CL, VE PateT eX
- 42. luius. ergo prramis, cuius basis rectan-
- Gulum MCF, alcicudo reroBC, minot
- eA prramide, cuius basis sunc plana praedi
- cta et alcitudo BC, ad eoque criam minon
- CACOrPOrE CFHKD AB. Quod eracde
- monstrandum.
- PROPOSITIO LXVIII.
- beacaqualem rectansulo IA K, alcicudinem vero A F, Cemidiametrum.
- Demonstratio.
- Veacurenim EF qua trnormalis ad ali-
- quodlacus polygoni, verbi zraria, BC, cis
- rectus ex hrpochelicxlindrus sic, Facile demo
- trabieur F L comunéese alcicudine prrami-
- du, in quas corpus inscripeum ABFG HDP.
- relolui porest. eric ergo prramis cuius bas lC
- equalis superticicbus ABF, BCGF, CDHIC
- alcirudo aurem F L, aequale inscripro corpoc
- ABFGFIDE rrigutari. sunc aurem plana
- ABF, BC CF, CDHTC aequaliaa rectano.
- I0 Cx TB, AR. ergo prramis cuius balis est
- rectangulum IB, AK. alcicudo F L, aGuAEUE
- CEIAI COTPOTIINTCTIPIO ABEGFIDF. Prra-
- mis vero sub balirectanguta I A R, X alcieu-
- dine AF. haber balim maiorem quam sic re-
- etangulum IB, AK, de habec alcicudinem AF
- maiorem alcicudino F. C; igicur prramis sut
- bal rectansula IB, AR, ex alcicudinc P L,
- minor est prramide cuius bats est rectongu.
- tum PAK, alcititdo aUTCM AF. ergO X COF-
- DuS ABF GHID F infcripium ungula minus
- prramide habenee Basim Actangulum IAR, d alticudinem A L lemidiame
- a d
- custacum EDHTFA, Cinlcribatur polygonum ABC D regu-
- lare qualecunque circulari segmento BACOS AFD, _ secundum latera
- Aca hcrngula qualis in praecedenr AC I, de segmenrum eodem mo-
- polygoni plana ponantur axi parallela quarum communes interlectiones
- cum plano ellipricoLInE AF, F C, CHI, ponacurque DIE normalis ad AI.
- cerdlli.
- Dico corpus inscriprum ongula minus esse prramide quae balim ha-
- PR C
- rum. uod erac demonstrandum.
Cite
[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 1006. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:1063?run=74