Ps. 2, fol. 77
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: 0.76.
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The machine reads it as
- qualionem
- quadel.
- eosH
- 62i
- voui
- + b35ib
- CXI b6.
- a c o
- lectoI
- CerritC. t
- ∞bus
- eb, poiclte
- uas radices.
- OnUI Gtac
- ITCO CATII
- lx34X F
- 1 - b. VN
- A O U A F L O N U M.
- C A P W F VITI.
- De natur a constimione squarionum quatuor dimen-
- sionum, secundo termino carentium.
- ones HX reduCUntur ad sepFem Formas sequentes;
- X4 X - MM X X -- B3 X - p+ ex O.
- X+ X - - M M X X = n3 X -- p+ ∞ O.
- ∞t X M M X X = B X - p+ ∞O.
- aet X - M M X X - 113X = p+ ∞ O.
- X t X -MM X X (- n3 X ] p+ ∞O.
- ∞ + X -- MM X X - n3 X - p+ ∞ O.
- ∞ t X = M M X X - n3 X (- p+ ∞ O.
- + Proposirio.
- Ad cognoscendam naturam de consticutionem primae propo.
- Citionis, tat ex mulciplicatione duarum x - L b X X -- 0C X L d3 ∞0
- X x - b ∞o haec aequatio xt X = CCX N L d3 X - b d3 ∞ O, GuIX CaH-
- -- bb + b06
- dem habebit FOrmaM AEGUC PTIIA PFOPOSIEArUI X + X =M M W X
- L n3 ∞ = pF ∞ O, aC Per COnSeqUeNS CrUnE CjUIIdeI MaTUIEK _C CON-
- Ricurionis. Fiat eroo adaequatio, et ex collatione certiorum ter-
- minorum habebimus m m ∞5c f bb, hoc est, c0∞ m Mm = b b.
- Deinde, comparando terminos quartos, erit n3 ∞ d3. f bc6, hoc
- CA, rellicuendo ralorem cc inventum, habebitur d3∞ n3. L b3
- bmm. Unde comperimus, cognita vera radice b, hanc aequa-
- Tionem x3. Lb~x L n3 ∞0 tribus reliquis indasandis inserrire.
- M F b3
- bmm
- Praeterea, conterendo inter se terminos ulcimos, habebimus
- pr ∞ bd3. Unde sequitur, d3 Xquari ; ec inremta verd radice b,
- hanc aequationem x 3. F b X N = M M X + , ∞ 0 ad eres reliquas
- quaerendas adhiberi posse.
- L b
- PrO-
Cite
Ps. 2, fol. 77. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175906937X:0101?run=74