Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 27r
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: 0.72.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The same scan is also registered as fol. 28v; its text is given once, here.
The machine reads it as
- seu X =
- W4
- ac +bc0+
- neo +Co + p.
- v + b0+ 4
- mv + nv +p
- MDX + nvX + pX = a v + b v + C
- vD + nx - b v = C- pX
- mx-aa
- IX =aa
- VV + nX - B v + nX 2n bX + b +n X - 2nbX +
- mx-aa
- T ner2maxta
- sin = 2n BX +
- amx +4meX ac
- +aa
- D = 1 -Am.. + anque. = 4a = nXt3 2, nX = 2m axta
- et
- +4ap.
- 2, mx - aa
- la ... . . . . ..
- 60.
- an
- momanmnam n a mn
- 2, mx aa
- Sit gent. (10 X+ 1X + 12 aeg. gto (0X 2. 1019 + _
- Eyt
- fit nX +e - 2. 10_yX = . y = 12. seu X = y= 12
- 11 = 2. 10. A
- et 110210X + uX +12 = . 10X + y = (10yy 10. 12 F 11y (310y
- et fiet
- ( =
- iax sta
- + any - 10. 1a
- mat
- +an: 12
- ana -2. 102y + al31I
- 2 myy
- Z- 2 m12
- 1410aay= 4. 11a
- 11 - 210y
- 10 = n-4mv
- 11= - 2nb + 4m c + tap
- 12 = b = 4ac
- ab ta sxx+ ab + Y ab - a
- ab +a Sx -ab + ab a sxx ab- nab ea xx
- aa + a - xX taa + Vaa Da Y-xx taa = y
- man
- c
- Ls
- ergo aa ta rxx taa + aa -ais- xx + aa F2 1(() + X F a) = yy
- el
- seu y = 2aa +2XX
- Vaa + a d taa = co fit: Co = aa F a Yaa -x
- et co - 2aac0W (+ a) = (a - a a XX. fit
- AX = C 12an -cdco
- Quid si
- 2
- mmm
- ax + ax + 4X + ax - a Vax - XX = y
- fil yy = 2ax fa X∞ + aXC aa xx
- C
- seu y = 2)
- 2
- -
- (axX - 2a Xa +co = - aX Ha a xY, et sit X. To
- et fit X = C0: 2aco- a
- sit X vo = aX + XX = vvxx fit - a + a X = e0x
- aa
- seu X = a:, a- v et dx = t. a dv: (2(a- v
- vWXX = av: PJac- vr fit
- 3
- ut x codx = 2a pdv 4 + a VV
- seu Cddx=
- W dx --
- 2a vde
- (3 aa- x
- 2a v do
- 3aa- vn
- H) aquv a- V
- Ptan-o
- y al avor av (+ avr,
- atV
- a Sa vdo reduci potest
- ad Vae at t aagydus.
- sa a r ud reduciept ad sa rna dus
- atv dn=ax du V, vel 8 a +b = a a Z2. et v.
- scribe Sa + V = aZ + BV a + V) = aa Z Z + 2g a ZV + aBCV
- B ergo v = a Yna- 2
- an
- eu
- a
- aco + bC +C
- meo +nco +p.
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 27r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0053?run=74