Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 314r
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: 0.76.
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The machine reads it as
- Deux nombres quelquaques, divise par le donsile it leur somme, sont tels
- que la difference de leur quarez, estant adjontée au plus petit; et estant
- ostee du plus graud; Il vient un même
- leur sommee
- A
- 1
- 2a+ 2b 2a + 2b
- o
- quarie, qui est le quare de
- du
- ea
- Ia +8ab + 4b 4a+8ab +4V
- ux a) +a + 2ab
- 4a F8 ab 4 4b
- 2a + 2b
- va
- l ab - a
- a = 2ab
- +a + 8ab + 4b
- 4a + 8 ab r 46 2ab. +0b l)+
- 36
- 13
- 1061, 3.
- 100
- + a +6ab + 4b va (570
- cut Hugemus
- as
- tr a 193
- 4a +5ab + 4b
- a
- deator suma quadralus ut
- AErIACF, E PF
- Ben CF
- GHK E ABEPFCA.
- vaeritur AB ratio AB ad GH.
- a
- a2 +6avga,
- s
- 2
- + 2ab
- ar +8ab + 46
- F2
- 2a + ib
- dcubus
- nuo latere non potest esse quadratus. lt unna
- AY
- DBlongens
- AABC. maximum
- inscripturus.
- methodo utitur dosanna.
- quad. parab
- 80
- circa C L. frat semicirenlus aMt. Secans. 1140
- HK prodactum in M.
- gungatur lik
- friat GN ~ 1M
- Sit 1O parallela L. K.
- Recta C00 lateri Hexagoni cujus
- area vareae proposit AE HK
- 36
- duat1 c02a +1.
- b. ~3a +1
- a2
- a2 16a 1.
- a a in. (+9)7 34, a
- a a x+
- sa
- 1
- tba ru
- Methodus qua D. Osania
- acit vaniant aliquando ut
- aequentur quadrato formulae cu
- quibus quadratis nullus. Sailicet
- quadratus, ut in praecedenti exemplo
- 2 +. + 5 i M mea methodo
- si sit 2a 4 5 b C reducitur ad hoc
- sione est
- 2 bH
- 2+5BC vel ad hoc:
- 5+2a er vel 2+5l= d
- s
- vel 5 +2a 2 8 c2
- 20
- BIBLIOTHKOR
- SC
- ALAABOVESIAHA
- producatur perp. C.N in L, ita at 1L. ∞ IX
- a2 4 26d + 5b2
- d~.
- si summa omnum unitatum
- Lb 53
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 314r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0627?run=74