Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 36v
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: 0.77.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
One image of two folio pages side by side, registered by the library under both labels (also fol. 35r); this page is its left half.
The machine reads it as
- Inpesuamus C
- Operae itaque pretium erit, etiam regulam additionis
- nihil producere, cam scilicet duo trantum numeri in unum
- adduntur sed nei tuuta addendus non minus quam recipiens
- est plurium notarum. Sed incipiamus ab una nota et pergamus
- ad plures
- ell
- ta
- elpe e
- Itaque si ad d scb sa oportoet addere, psasnst
- fiat A = I a + b a +, l - 2 al
- labe tab
- =rbatio - Ehabe
- es
- put aute
- Tab
- Elabe
- + ns
- 2
- a
- l.Elabi
- laia
- B = b + al = 2 abL C = c + abl - 2alC
- et D = d + Abct - 2 abcd. Et ita porro.
- (B) = B + m - 2m (C) - E+ Bm- 2BCm
- D) = D + Dem = 2BCOm
- fiet
- D= et Dedm - Bedem et ita porro
- Rursus (C) = (C) + (B)n = 2 (B) (C)n (DD = (D) + (B) (C) n - 2 (B) C) (D) n
- (E)) = E + (3) (c)(D) n = 2 (B) (C) (D) (E)n, et ita pomr
- Et (D) = (1) + (C)) p - 2(C)(DDP
- Et ita porrr et fiet
- (E)) = (ED + (C (D (~)p - (1) (DN (CB)
- ila
- subtrection
- generalem
- ut 2
- a + l- 24l
- al+ β3 - Eae pl
- aPl 2aBpC
- c
- lub ipsis Gt al+ B 3L al. P. C =
- Wapt ( y 2 C apt. ). D1= E
- nam pe in notis eyadicis, ubi qua-
- deatum lateri aeqquatur patet quadra
- tum disferentiae esse jam differentiam
- Y- diff. 1. a (= diff 1. b VE diss. 1oc,
- A = dis t - dl(ab. ad. 1) B = diss al. B a d ( (1. 2)1; a1. 6)
- C = dist aPl. V = d (t (1a) a (1. b]; dl. e))
- (B)diff B. m = d (d (Ld p. a) id 1. b)) im)
- Et ita in raliquis
- subtiarere podet
- c
- Aha11X a. 1. B) tra
- et
- bilat
- (B)
- FBEdE
- in
- 1-C
- C)
- +2c, 196 fa M +2(0)
- E)C
- s
- m 1. a n (. X
- X =
- l
- - T+ 2 al = 1 - A
- y=
- Z= 1 - (C) - n + 2 (C) n = 1 - (C)
- C0 = 1 = (D) - p - 2 (D) p -
- esc
- = B - m F2B12 = 1- ((3)
- a 1- a. (1= 1- b
- B = B al + B 2 _pL C uati
- C)C+Bm= Bem (6). Dm- 1BCD
- =C 2 (9EC) ad
- ete
Cite
Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 36v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068255:0072?run=74