Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 26v
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
- deV ax, X+b. x+C quaeritur; sit
- a y ax = y et uxabnte-
- saxax = = X VaX = aZ seu 4X3 = qZa
- seu X = P 2 V2 at
- ergo ut v
- = V2a22
- l
- b + 22a5Z, C+
- quod pendet ex ret ficatione sonicatum
- aaex aa- xx a -X, dx
- 2aX-Xx
- sit ra - _x) vaa - 4X - - xdx
- summari debet Xdx sax
- saaex x
- raduxx
- 9
- ax ax
- aaux
- sit ax = y et atax: X = V
- saax
- fiet sydx = ar aa - xx = aZ
- fiet aa = XX = ZZ
- et a: X = vV
- seu X = a: v et XX = a: xt. ergo fiet
- 3
- aav - ab = 7yv hac igiturque ex curva ponea
- irendet quod aliunde constat
- 1
- Ac videndum an non utiliter ca culusd
- ed hiber possit pro Tcanscendentibus, cuteo sea
- referendis 40 ita ut inde curvafial ordinaria.
- vig. sit dlirc. taa XX B et Ellipsis iaa- Xx-V
- d sax= dxa
- d
- e 2Tax
- et XB. e
- -1
- e
- X = dx +l
- sed
- v
- Hoc fiet l. quaeratur verf. gr. are saa XX a
- nam eum et paa- exax per arcum datur
- haberi possit, poterit hac methodo istorum
- relatio investigari
- Eudem methodus et inpluribus verb.
- gr.
- ur dx
- a 1 V
- sat
- ∞ et W = x+ a
- et Tude. ga fit az
- et
- s
- quide
- LXXF
- =LxxtaXS
- aa L
- 2 fax
- = x+B, v= x + C, et (stodx = aZ.
- fresis tar a = aZ Ergo Z = sax seu x - 7y: a
- nihil hinc novi
- Hini et licbit faepe quadrare
- 1
- ondadu. si sit vad eeolum et V adelliptm
- Hac hmemodo in pante pardo aute de aren spes est quadrari posse litx dxix
- 10g. X. seu XB et
- de quo cuu Bernonllio disquisiur. seu SdZ. X =
- en et s. 1 2S v= bg 1 + b.)
- s den ere quaentur S.l09l1+ 62) 42
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 26v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0052?run=74