Leibniz-Handschriften zur Mathematik LH 35, 5, 15, fol. 14v
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: 0.69.
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The machine reads it as
- 2
- An ergo
- erit:
- sam si
- sio
- ga1
- e
- d
- 7
- . scribendum
- 2-1
- M q + Z X x.
- sit X quantitas constans seu
- E dplX aequ.0. dxr fit
- -1
- e aequ. dz
- constans fit:
- 2
- in sit 7. quantitas
- aX aequa X az aequ. 0.
- r2 1
- tu et sit ax aeqo Ya
- x Ex ambobus
- Emautem simul nihil conflari potest nempe ax du
- EC
- et
- dinullus terminus conflar potest
- 2
- sjam habeamus Y aequ. y. et inde faciamus.
- e
- Y aequ y, fiet.
- L.1
- ei adeoque fietE dividendo omnia per yE.
- L1
- fiet.
- eq a = + =ys aequ. 0. est autem d: p d
- L
- 1 + = dus aequ. 0. seu. (Z aequ. y.
- ergo fit: y2C
- e
- id est prodit tandem morabili calculo cogarithmicam
- destuoturfor
- esse Hperbolae quadratricem tmenplite
- sit: Xaequ Y+ Y. fier raequ V2 +1 expercpudo Y
- 3
- et 0aequ. +V
- seu
- 4 +
- y
- destim posse
- 2-2
- + 277 26y Bytu +H yZ a
- ne
- YE ay
- Lc
- 12
- cequ
- vel peten. Z 1 V. siet:
- aut
- a
- 2L
- seu fV2
- a
- a2 + 2y dy aequio. se
- az qq
- evau
- + d- + vl2 + Ldy +
- L
- sive: 2Z + _ dz + du +2y du aequi
- e
- Cujus figurae hoc modo habetus quadrid trix. Quo x subsituaturs
- ciquart; Y. r2+= + habebitur summa C + r +A dE cum
- alioqui difficilis quadrasio. patet et hinc licet non sit Y vec Z fat
- d
- anec stacum initio Z in exponense
Cite
Leibniz-Handschriften zur Mathematik LH 35, 5, 15, fol. 14v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068033:0028?run=73