[Ps. 1], fol. 514
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: 0.77.
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The machine reads it as
- ST4 TO E A NNES TTUDDENETEPEST. IY
- quod Maximum hic appellem Z. _ quod ibi Z nominatum est,
- hic appellemr v.
- Fma Ag. y3 - H y X F X 3 ∞ 0
- 2da AEG. V = X ∞ y
- zcia Ag. = V =- y ∞ Z MaZIMO.
- Substituto ralore iplius y 2da xquationis in locum iplius y rmo
- ec 3cix, habebitur
- Pio Lma AG. V3 = 3 VV X F 3 V X N ∞VBX = BX X
- ee pro z cia Ag. N ∞ Z L = V.
- Subrogato aurem ralore iplius x zcie aequationis in eju(dem lo.
- cum in rma, ACE PFO
- ∞ = BVV = 172
- vel := y3 = = 1 VV + 3
- vn
- L∞O.
- Acque haec quidem aequatio jam Cola relicta est, in qua isieur ux
- ultima condicioni Problematis latistrat, hoc est, ut ea ita deter-
- minetur, uc Z tiac Maximum, mulciplico (quemadmodum ibita-
- ctum fuic) eandem aequationem
- 13 - =BVV. +
- per Arich. PFOSF. 3,
- 27
- 7
- v- L 1
- obcineoque = v3 = = n vv. + 327V
- vel
- Z200
- X ∞0
- 3E2∞ = nV = 2vV.
- tlinc Subrogatoralore iplius Z-
- perhanc aequationem invento
- in ejus locum inpraecedenti = V3 = = nvv. L 3270. + n =
- ∞0.
- Obcinebitur = v3 = 2B VV. L EnDV - 2V3- L LNnV = = nVV∞O
- hoc est, . = V3 + nnV∞O
- vel vv∞ = nn.
- Si Arichmetica Progresio Fuisset 0, 2, 2, 3, invenissemus
- ny
- C
- 2VV
- V3 = Z v VM
- Fcsire ralor ipsius 2Z. per utramlibet harum aequarionum in-
- vencus, in praecedenti subrogetur aequatione = V3 = = n vv. F 3Z7V
- e
- =nZ L00, sire alter alteri adaxquetur, ponendo Lnv. ZVV
- BVV
- V3
- 8V + qn rel D2
- VVB
- obtinebitur sempeF VV∞ =Mn.
- Duamris autem operationes uno aut alio modo factae hic pariim
- inter
Cite
[Ps. 1], fol. 514. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0536?run=74