Leibniz-Handschriften zur Mathematik LH 35, 6, 6, fol. 39r
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
- 1d (1)
- = ve + Vf+9 sit cd, V, P, pendens ex a
- valabili pro curvis ordinatim concurrentibus
- oeet e, f, variantes ex x y. fiet. vamand
- isferutio secundum a,
- 7
- cd (2)
- deo C = dv e + dV f
- ex 1 et 2. fit acd ve + dco If dv C + dIBf
- qu. 1.
- Atcog
- urandi secundum X et Y, fiet ex aequ. 1. fiet
- 4
- Edeet Vde + 1df + d9 =0 ex Exdicari
- s
- l
- v 1b aes unam eandemue citeram, utemn
- sC
- avetur ejus valor. oe variabilem a, adhibila
- stante C evanescet da inaege. 3. et sit
- duulor ipsius a, quem et tolla, ex ag. 4 et
- fiat aeq. in quae ce supererunt e, t, g quas
- esicet explicare per duas X et y. quim
- et licuisset D, et et 1B explicare per
- X y ja, c. ea lege, at sola a sit variabilis
- differentiis eami investigandis et exeq
- proaeg. 3 scriberetue neo De+dcoDf, daog2
- de + edo + 1V + fdip idg Con per
- a sexplicando per X, y, a, c. sed F
- solum a). Et priaeq. A fieret vde+ + id
- sed suffecerit sic procedi
- )
- Cd
- C 15 +9-
- P+H + f, ubi c et V, et a expli-
- icando per a, b; et F per X, y; et m per a, x, gC
- subi su ipsius in diffia secundum a sit cam semnim
- ely sit cdm am. Ergo disferentiando
- n
- lenum a, fit deo ( P + m+ f = dP + (d) m
- fiffereuande dum Xey, sit am + dF =0 et explicando
- (0, , per a, C, et per X, yC, et m per a, X, yC.
- oclatur a ope aeqq. 2 et 3. (ham connescit da) habe
- titur aeq. 4 in qua X y C dx dus quae est differentipe
- per aeq. resolubilis. Notu co et Y per a et c possunt
- badi irrationalifer nemp co:a perta: c
- pese resio
- t
- c
- t
- e
- in
- e
Cite
Leibniz-Handschriften zur Mathematik LH 35, 6, 6, fol. 39r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068051:0077?run=73