Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 160r
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
The machine reads it as
- .
- x+I = A+ ID Xt m - fD+ nD Xt n ∞ n
- C11)+ l ln C Cmp
- 107 + na, 20Z+2a 10Z+1a, 30Z+ 3la
- 50F1)
- lfS+ mD
- b = 4027+ 4142+ 42aa. D = h02Z + siaZ + 52aa
- 2ozt2a, 30z+3 a
- 2 10. 30a
- -00. 50m
- F, 20.30a
- -00. 50n
- - 10.30 a
- 11. 20
- IL 1. 20
- = 10. 31 a = 00. 51m
- H1. 30
- = 20.31a = 005In
- 21. 30
- (F102n
- 170.304 11. 20 a
- 20.30a dtp
- 1.300
- H. 3 S
- 18ga
- pro3la
- l2. 30
- M - 00. St. 1 m) m-n
- em
- 410. 30 (l-m)
- 20 = 4.
- A. K
- 10_ (m -x)
- 2) CLm)
- (10. 11. 31 (L n) (10(m- 1) +30 (1- m)
- . nAI. 10.30 ((- 1) (1 (m nD 131 (1 1))
- in hac aequatione
- substitui deb et
- valor ipsorum
- 20 et 21 inventus
- Unde fiet
- f0+nD
- = 11. 31 a -00. 52m
- = 21. 31a - 00. 52N
- lam
- H1. da
- 2. 31a
- M - n
- 1 - m)
- 11. 31_ (m. n)
- +10 _ (m -n
- 1314Cl - m)
- (eo pi ltaz. tua x Bo nostua
- (31 10. 30 (l- n) (1(m - n) + 31 (L m))
- = M. l 30. 11. 31 (L- 1) (10 Cm. n) + 30 (l m)
- An), C (10. 2 +11.30) (10 m- 1) 130(L. n2) (1 (m - n) + s. (2 m. 3)
- ( 1) ( (10. 31 + 11.30) (10 (m n) 430 (1 - m) (a lm. u) 31
- fiet 10 (m -n) +30(l -m), 11. 31, 1om - 1on + 30 L - 3om = 10. 3l, 18(m- n) u(m - n)
- Totu aequatio dividi potest per 1- n
- II (m - n) + 31 (L- m), 10. 30, 1m = Un +31 L - 3m. 1130 30(l - m 31 (L- m
- Seu 10(m -n) = CL- m) , 1. 31=
- Cm- n) +31 (r m), 10. 30
- (5) (23a
- 4o taz. Mfan 1 sE corpuics u
- 40fZZ +41 faz + 42 faa 10. 7973 + 10. 21 aaZ + 11. 21 son Vt simjisi ma
- (1)
- 50lZ2 + 51laz. + 52 laa
- -00. 50l
- +10, 20a
- Bl - m
- c
- 1031, 10 (m - n) + 30 ((-m), 11 (m- n) + 31 ((- m)
- 11. 30
- Si fierit 11. 31 = 10. 30 et 10. 31 +11. 30 =
- 10.30 = 11. 31
- Nongs
- IIY + 131 a =
- (sed ita nimium supponitur
- feret 10 Cm - n) + 3ol lam m) = +, uCm - n) + 31 C l - m
- sifieret 10. 31 +21. 30 = 2 f1B. 11. 3031) 16.31 + 11. 30 (2.10. 31. 3031 = (4)0. 11. 30. 31)
- fiet 10. 31 = 11.30. quod non lic fiat 10. 31 = 11.30 quod non . est
- si sot 31 = 0 fiet 11 (m- n+ 10. 30 = 11. 30 (10 (m - 1) + 30(l - m) 11 (m - n) sd ha lice
- p- m
- . l- m = A
- compendii H(m - n) + 3C (L- m) vocetur 131 a, et 13a = 31X= ur
- fiet, r = 1oY + 30s, 11. 31 + 131 a 10. 30 = (10. 31 + 11. 30) (- 10Y + 30A) B1 a
- seu (. 10.10. 11. 31YY, -2. 1, 90. 11. 31 rA + ((0. 30. B31 a 10. 31. 131ar 10.30. 11. 13I ar
- 1050
- +38. 11. 131a) + 16, 30 31. 31 ad
- 10. 3H t 31 (ar +131a) = 2 10 34 11. 31 rR - 30HIAY. finz, 10 31 +u. 30 - x10 30. n7
- 30. 30. I1. 31 AA
- 31X
- se W. 31 = 11. 30
- baque non surcedit inquisitio
- Xap. S0+ p
- FH. 2a
- 11. 3 a
- 11. 31 -10.30
- 00. 30=
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 160r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0317?run=74