Leibniz-Handschriften zur Mathematik LH 35, 4, 3, fol. 20r
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
- +
- m
- l+m LC
- axr = I
- ax-ay= pp
- bei
- X, y, Z
- ax + aZ = mm
- ax - aZ= 94
- 2ax = l + pp = mm + 99
- aytaz= nn
- ay - aZ = YY
- 2ay= HI - pp= nn +rY 2aZ = mm - 9q = nn -rr
- Res ergo reducta est ad aequationes 1, 2, 3
- sit em + g = sn + SY et fiet m- q= an
- a
- e
- sit ram 2m = (( + a
- a
- n s
- Sd
- 2
- a gg. et
- ds Da)Y
- ia
- et 29= ( -) n ++
- +
- d
- a
- U- mm = pp qu sit l + m = p + 4a
- =M=
- a
- t
- + 2 a
- V
- Em = (t - a) p (4)
- a +
- L +3
- a
- fietque
- )q
- 2- 1b + a) (+) (+ = a q
- (F
- a
- a +7
- a
- a
- t
- + 5) Y
- Ea +a 5
- a substituendo
- ar
- valores inventos sil
- sAt +a ((S -a)n + (L +a)r
- la t
- a
- a s
- 2(V(t + a) p(+)F - a )((5- a in + (L + a 9Y
- la
- e
- ubi pro m et
- a
- La
- a
- His duabus novissimis aequationibus jungenda est aequatio
- l Pp= nntrr. In hphac
- puro et p substituantur valores
- aequatione 2
- ex aegg. 4 et G
- superent aequatio pro solis n r, una Cum aux iliaribus ses
- Et compendio Z 43 = U 2 -a = 13 F+ 4 = 21 F-4 =2L
- a
- fiet ex ay. 4 1R f 2IY = 22p (+) L 21. (12n + I1Y)
- et exaeq. 5, 2l = 21p (+) 22 (121 + 11 Y). Ex pricre erit
- p= un + 2r(:
- El =
- ei
- 1q
- u 1122
- n. 21 n + 21.21 (=
- 22
- 12n + Y) et hinc erit
- 7 2t. 21 (In H f1r) f) 22C12n +11
- 2 1)2
- et
- Hidus valoret et p subslimendi it aq. 2
- l
Cite
Leibniz-Handschriften zur Mathematik LH 35, 4, 3, fol. 20r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068000:0039?run=73