Leibniz-Handschriften zur Mathematik LH 35, 8, 7, fol. 33v
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: 0.80.
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The machine reads it as
- (1
- seu m = - a. 2 tet b ex org. 1 G ni
- (1) aa- 22 a x + aa se d= 1 x + aa
- =
- 4aa
- quod tamen fieri non potest il cum enim
- S
- haec aquatio sit ad rectam, non potest
- recta formari rectetrum concursu, seu a rectis
- diversis tangi. Sed quod id ducemus ex calculo
- An sic
- 14) ope 5q. 3 tollamus X ex aequ. 1
- nimtam
- Clmda
- B -b + mb. Unde ponendo
- +aa (= 2et ntao
- vel si Hon sosum G
- 1=0. fit yaa. Ergo nipieslsdet Enta
- 1A
- tunc enim fret y A= mmoam + aa
- (19
- hoc est y= aa- 20a + aa seu y = Zaa
- esumamus 4
- et quidem recte sexpensa Termemu ita
- cy. tit ut servetur lex homogeneou seu sist
- rumram X + nib cujus differeatialis, secundum m
- (4)
- est am + ax + ab = 0. sit, b =0 fiet x = a0: Em+ a.
- (3
- 1+ aa
- ay=
- et Ex 8q. 1. et 4. fiat ay = mmtamo + aq. Unde
- 2m +a
- 1)
- patet si X sit . =0 fieri ex aeg. 5 vel 1 y=a.
- sin faciamus 2m + a= 0 fieri, _ in = -a: 2 unde
- ope e vel a fiet ex 5g. 1. y= (2 - 2a + a =) 3a
- 11
- ed
- 4
- quo substituto in aeq. 1. fiet haa = =D x +aa et ponta
- e
- et X= a
- Tempe duo XZ ay -a: nimtom
- AE, a. B. AB3X. BC, y
- FG
- AF
- si V Figura ostpudit
- aq. e non posse habere
- y_ sit x = e locum vellem tamen
- a sit yta posse quoo id ex
- calculo deduci queat
- g. 1) sit explicentar n, at qd, 1. sit
- aa-laa= A3aa ga recte
Cite
Leibniz-Handschriften zur Mathematik LH 35, 8, 7, fol. 33v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068102:0022?run=73