Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 11r
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: 0.68.
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The machine reads it as
- e
- er
- Mt
- MMX n
- E
- s
- M dx + XdiA dy ) Ergo Max tdq = dy
- Max +xam = ndy + Y du seu du = y du + max + xdm
- s
- sit aequatio data dys = fy + pdx sit log (1:1) = sedx
- posita n constente sit Cg= meh veirgo si ia sit
- sit n=
- _ m+ r s + gy +dy = 8 Fiat n + ny =0
- it differentiando dm + adg. dn y + ady = 0
- ergo am + du y + dy =0 sit dn = 9 et n =
- et dm: a = f Ergo M = (f bg e de. Ergo
- si
- tandem y = - M: n - -
- 60.
- f bd dx
- fuistet dati f +gy +hilus = 0 fi et y= -
- Et hinc
- baa s
- bd
- X
- t
- aequatio data -C +ga + hdy + kgy + Zydu
- fiat e = f+ et devellatur aequatio in dua
- f4gy +ha, et tel 8+K9y + 2 ydy 20
- tnamus dar y= -+
- 9y=
- sunt, 9
- D.h
- l
- R: C, B dx
- t
- ax
- et f+8 = e
- h, K, C datae, f et quaesitae
- 2t
- 29. h qu (= bd
- ett.
- S
- h bd
- 8 = ld (B
- 1
- t
- -2 qu ((
- h
- = s( bk. dx)
- h
- bd do1) = e-
- compendie ergo bE: (2gh vocetur et bd: Quocobora
- it C- f = = l d (P qu S(f9dx))
- = l dp qu ((59dX) +2lp fq s f9dx
- Si k:l = ig: h aequaratur constanti, sieret ap- o
- et e C
- L
- 2lp45 2pu = s fgax
- = Sfgax=
- 24)
- 3
- un
- seu B - V = 554dx sea fdB - βdf = f qdX
- se esfet constans a
- fiet aBd7 = ff qax
- e
- So seu posito H
- dB = 2
- seu db Sat = ff gdx fet
- C
- si dB
- du a)dx
- a
- esset constans, itam B foret constans et daretur
- colatio
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 11r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0021?run=74