Leibniz-Handschriften zur Mathematik LH 35, 6, 27, fol. 14r
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
- Hare aequationem Tangentialem alibi brevius solvi
- aydys+ e B d) = q e a
- axax
- ax
- X
- X
- a
- sit ej: a = f ddZ: dZ et s: a = Sadz. do et dy: dx = dv: d2
- fiet dydo B a = Ds dd
- deaz Ca
- aZ
- + Cdd2. et differentiando fit
- .
- au
- e 2dZ a2 dvddv- avdvdzue ddze, +B did cd v - Bd7dzu d vdaz
- detZ di4
- aequ. DddZ + s ddze unde fiet
- de
- au
- dazdvdv 2fd VdZ adque + ABd dvadx - 4 BdZa dBdo dazue - dedo + n 1E 7
- sit B = 0, fet et ddv20 firit v = OV, d d+ 3 d37. sed
- ita de:du corstans, ergo et dy: dx. quod absurdum
- sincido muneat, fit 2 dtaF 2dZdxado - 2 dp adzue = B dzdu dxd
- ao
- Ra)3adZ
- dd ddv 2ddZ = Ed v3 + Od2dZ dv + X d33.: 2d2 doax
- seu d.x iddue X 2 d v: AZ + B. dz: dv + X d7dz: dudo
- gade aos = dx + B de + A,i dpdo = rel (dv: dz)
- d.1Z
- a2B.
- sit addque
- d73
- L devidu
- ret (V. dq) - (d n idZ)
- sit du.dze = +:a fiet m
- Cadz
- a
- et
- e
- 2b
- earra
- oa
- hba
- l ae
- azaz
- a (av: d2) dudv. dz d3
- 9
- 4
- 2(Hdt
- fiet (adZ = B D2 (99 +2912: D) a + (1): C0) aa
- seu (
- d
- daas ee q
- u de
- Baa (ddz = = 99 + 21 a9 + 13 aa (de
- 2 S
- bBC
- 49 + 24 aq B: aa = log (4
- logsd.
- 2
- Daat a Baao Bt-ga
- sit Bt - a = G et t = 9+ (r: B) a
- ddz
- seu1
- e
- 8.2
- + 0.2)
- A2: 6d sed logdz = y:a et av: dz Lg: d
- 9-
- et hoc loco du. sed = F: a = (9: 4) + A: D
- sed hot loco dv: dz = dg: dx = relf: a; yia) ergo qu re
- e
- es
- ergo q= ret ) vel (X:a; yaa) a.D. Ergo hic valor proq
- g.a pro FdaZidze substituatur in aeq. Cd et habebitur
- et
- relatio inter Cx,7, a
Cite
Leibniz-Handschriften zur Mathematik LH 35, 6, 27, fol. 14r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068072:0027?run=73