Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 58v
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: 0.74.
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The machine reads it as
- 94
- Est ergo r = 94
- n
- 1+n
- Nam -- nim pp+
- Px + q
- 4nn
- et quia y = , fiet
- et
- X +Y
- 2n
- 2n
- Ann
- + 1-n + 1+n
- X + 99: 1-
- 2 n
- q (+1-n + 1+n
- X + q ia
- n
- 2
- et eodem
- mer +nq - in mnqW
- 4
- e
- A
- np + m - Itn min pp
- X+
- sin sit 4= - fit C = -
- X+22VI
- +in +1 +n
- 21.
- e
- f1- n + 1+n
- seu pp=
- seu p = M
- eu y
- 44 (+I. n + 1+n V
- in
- n
- n
- 1
- Ln
- un
- (+ian +Hn
- in
- En
- X + 44 sn
- a-n+nn +1+ 2n + nn Z 2, - un
- nam in +np = in nimpp = m + pM
- itn mminim
- ob
- itn m anm
- (+h + 1+n X + 44
- n
- (+Fn+ 1+n
- MV
- 1-p +1+n
- + 1- n + 1+ n
- Eddem modo fit P = m Y.
- G8
- ann
- in + 1 + un +1 L nn
- +1 + nn - 1 - En - nn pecte
- 1-2n + nn + 1+ 2n + un +1 + un tgn tu fin t1+n: 2
- 4
- seu 1+ nn f1 nn +2n +1 +n - 102n - nn = 0
- faciamus jam X = Z. et
- habemus C = 10 X3 + 1 X + 12 X
- (2.. X ere
- 10 + 11Z + 12 Z2
- (2R... et
- 13
- et Co
- sed non proficit loc
- quid si faciamus 10 X + H x + 12X = quadrato XX
- to2
- 4
- 10+C +
- 12
- XX
- fiet 10X 4 ax 4 1 = X p
- Ex 10X +u X + 12X tollamus itelu terminum primum u X..x
- nonendo X
- et ultimum nova explicatione facta
- et fit sit 10X + 11X + 12X = 9. fiet D=1
- 302 +312
- 202 + 2)
- L)Zt2 Z+22
- C+ 22
Cite
Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 58v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068049:0116?run=73