Ps. 2, fol. 72
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: 0.82.
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The machine reads it as
- e
- D E N A F U R A
- aquacionem hanC X X = l x - b l. + b b + mm ∞ 0 duabus resi-
- L b
- quis inveniendis esse ului. Denique ex collatione postremorum
- terminorum habebimus n3 ∞ b dd. IInde colligicur dd aequari
- 13
- a, cognitaradice ver a b, hanc aequacionem X X = lN -= ∞O
- duabus reliquis inreniendis inservire.
- 6 Proposirio.
- t b
- Pro lexta propolicione formetur ex duabus x x Lcx - d d 00
- ee X - b ∞ O ae quatio ~3 F C X X - d d x F d d b ∞ O. FC, SuPPOLIEd
- B
- = bc
- cmajori quam b, habebit ipla candem formam atque sexta pro-
- POlICarUI ∞3 F b X X = M EB X FN3∞ O, et per COMleGuenS erUNE
- ejuldem naturae a consticutionis. P’iat jam comparatio, de ex col-
- lacione secundorum terminorum habebiimus l ∞ c= b, seu
- c∞l. f. b. Deinde ex collatione tertiorum terminorum crit mma
- dd. F bc, hoc est, substituto ralore cinvento, habebitur dd ∞mm
- = b1 - bb. TInde constat, si vera radix b Cc cognita, hanc ae qua-
- tionem X N L lX mm ∞0, pro duabus reliquis inreniendis
- L b + bb
- L bb
- ului Eururam. Denique, comparando ultimosterminos, habebi-
- mus ddb∞n3: de per consequens dd ∞=; adeoque, cogniri
- vera radiceb, haec aequatio X X L lx - ∞0 ad inreltisandas
- duas reliquas utilis erit.
- Lsitio.
- Pro septima propolitione formetur ex duabus _ - b ∞0 d
- X X +. 6X = _d ∞ O XquatiO X3. F C N x = d d X F d d b ∞ 0. Sup.
- -b
- b6
- Polita aurem b majore quam c, habebit ipsa eandem Formam
- cum septima propolitarum x3 = l X X = m mX f n3 ∞ O, d COn-
- sequenter erunt ejuldem naturae e consticutionis. P’act a igitur
- comparatione, orietur ex collatione lecundorum terminorum,
- 10b.
Cite
Ps. 2, fol. 72. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175906937X:0096?run=74