[Ps. 1], fol. 487
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: 0.75.
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The machine reads it as
- BasIOnEH
- quae di
- O
- a2
- DE RLEDUCTTONE AEOUATIONUM. 487
- plicatione Propolica posset produci. Zcid. Polt haec
- transmuco Propolicam aequationem in aliam, cujus in-
- coonita quanticas delignet quantitatem 2di Termini,
- unius hrarum duarum aequationum, quae. (li inaequa-
- lium dimentionum fuerine,) pauciores dimentiones
- habeat. 4o. Postremo inquiro num inventa aequatio
- dirilibilis sic per incognicam quantitatem L vel - ali-
- quo dirilore ultimi lui Termini. ec.
- Sumamus, rerbi gratia, hanc aequationem c dimentionum,
- 6X - gX = - Y∞ 3(X X L FX V∞ O,
- in qua q delignet quantitarem cognitam terrii termini luis signis
- + _ = adfectam; r quarti; squinei; t sexti; e v ipsum ulti-
- mum terminum: Et quam suppono indirisibilem per aliam a-
- quationem, in qua unus aut plures Termini deticiunt, ut _ PCV X
- L vel - aliquo dirilore ultimi Termini.
- Primo itaque inquiro uerum ipsa dirisibilis sit per aequatio
- nem 2 dimentionum, in qua omnes termini extant, hoc pacto:
- X + - y ∞3- Z X X - R ∞ 1
- X X Y ∞ W
- DO
- ~O
- 06 - y ∞5- Z ∞ 4 R ∞ 3- l X ∞
- + y
- yy
- +)
- + pk + yLX
- LW - By + NZ + WR t W B
- ∞6 X q X + Y ∞3 f s X X F X V ∞O.
- Undehaes aequationes retuleant
- Tma. 2
- yy+ WV ∞4
- 282. B. L yZ: Wy ∞Y
- 3tia. l. + yk.- + W Z ∞S
- qca yI. L WR
- 512. WI
- ∞D
- DV.
- Per man fiC Z ∞ g. F py W, qui ralor si in locum iptius Z in
- reliquis aequationibus subrosetur, habebitur
- 2202d a. R- 9y. (y3 = 2 W y ∞Y
- 3cia. 1 + y. L qut gy w W W ∞s
- Aca. yl. W R ∞ F
- sca. Wb DV.
- PCB
Cite
[Ps. 1], fol. 487. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0509?run=74