Leibniz-Handschriften zur Mathematik LH 35, 8, 9, fol. 11v
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: 0.84.
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The machine reads it as
- Videndum tamen eu non liceat
- in aquatione summatrice adjicere
- adhuc dus non tantam cum summajam
- cocunda reperta est, sed etiam ad
- 2
- eam investique eandam, quia inter cal
- culandum uil mutat, servit ad leges
- homogeneorum implenias pluresque termi-
- nos nancisiendos, et deunde in nata
- inde differentiata, pro ddu
- substitultur valor notus per solas
- asfectiones ipsius X
- Xdu 23 Ex Ax. Ydy Fdx - X dx
- y = X dx +dy: dys. Et fcet
- deed sit a
- ed eaxedu
- constans fe
- dy = ex + ax: dy + Xddx: dy
- seu di = du dx + dx Edx + Xdax
- +
- seu tuL dx + L15dx + 4Xddx
- Ergo fiet, dd X + : ID X dix + 4Xda dx
- O
- seu fiet
- aducax
- VSdx +4x lax
- Sdx ex Sa dux +X ddX
- Et habemus proinde
- dddX = - ddx. V5dx +4 daX : Z X
- = + dx ddx : 2X. U
- Ex hac aeq. totlamus X quae sola turbat
- ope aequ. 2, quia cu in sumando
- nonturbat, et fiet:addx
- ddx 15dx + B ady - 4 dydx - 4 dx
- x + radx dx
- 2X. seu sie
- 2X diux ddx
- et Ax-2dy 47c
- seu X ddde ddx 4 dx - dy. est autem
- Xdddx = Xddx - Z ax Ergo ex gercofiet
- 1t
- Xddx - = du= L dx - dy dx +haque
- quae coiicidit cume quae si non coincidi
- curi aeg. 2 dabit solutionem et
- reduaeretm problema ad rectam, si abet erur
- coculi. pobcissimm et collere X ex aeg. 9.
- et evalmisset etitue ddx. itam sic. Ex aeq. 2
- tollamus xe, differentiando. Htabobitur
- valor ipsius dadi per dx, ddx et dy
- procedetque summatio, quia proinde ec
- si loco earum adesset D, do, a. imo
- vos semans poterit reduci ndnvadra
- tne t an eme habebimi
- pauut diceu pau qu lau
- de dule dida Ros processit
- quia abit a
Cite
Leibniz-Handschriften zur Mathematik LH 35, 8, 9, fol. 11v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068104:0022?run=73