Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 118r
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: 0.79.
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The machine reads it as
- = b +c+ d.
- obea
- +C
- +
- b+c + d
- bc + bd + cd.=
- +d
- d
- c. + bd. + cd
- bet vatell. bea
- bcd
- bc. + bd. + c0
- id
- bvera
- + c d
- Hypotn.
- bac = - ca d
- m, est excess.
- bc. + bd. + cd) = = 2r bcd. + b + c. + d)
- b + c + d
- b + c + d
- 6 + c + 3)
- Demonserat. Synth.
- bc. + bd + cd
- b + c + d = = 81 aaa F 243 maa
- 27 bcd. + b + c. + d
- 21omma 1 sammm
- b + c + d = = B1aaa + 243 maa
- b+c+ d FZi6mma + 54 mmm)
- bc. + bd + cd)= - 27 bcd F b + c + d
- + C + d
- Consectar. 1.
- 6 + c L d
- b + c + d
- + C +d
- b F C. + d
- Consectav. 2.
- Consectar. 3.
- bc. + bd + cd = - - 3bcd
- hMh = D
- Demonstrat. Synth.
- m = n -- t B. (∞)
- X3mN
- 2mmn = 3mnn
- . 2mnm = 2nnn
- Lmmm. FEmmn = 3mnn 1 Znnn
- oladathomaa tgomma remmn
- 81 naa F gomna +24mmn
- +Ionna + 9 mnn.- commun. addend.
- dinaa 1 gomna + 27 mmn
- + 18nna 1 omnn
- FBlaaa. F 16= maa 1 gomma + 1Emmm
- + Bi naa tgomnargmmn
- + ronna tIEmnn
- + Znnn
- + BI naat gomna t2 minn
- + ionna 1 omun
- quod el.- Blaaa F 162 maa F gomma F 16mmon
- bc + bd. + cd) bc + bd + cd) = bcd + b. + C. + d
- d Lc + d
- +c + d
- b+c + d
- 388
- L + Sed .. BIaaa + 16Z maa. + gomma + 18mmm
- erat
- demonstrandu.
- bc + bd L cds = - bcd + b. + c. +d
- .+ C F d
- 2
- t 8inaa + gomna i zammn
- + 18 nna + 12mnn-- 27 bcd 1
- + 2nnn
- bc + bd + cd) 2, bcd + b + c + d
- b + c + a
- +c + a
- quod
- evat demonserandum
- Propos. 3.
- h 3f Bhhh
- 82
- B = 3f2
- Propos. 1
- a, a 1 m, a 1 2 m
- am a+mtn
- Hypoth.
- a
- bac Lcad
- BIaaa L 162 maa 1 gomma + 1ommm.
- + c -+ d
- am, a m 1n
- Hypoth.
- cn d
- M. de, sic excess.
- m Ln
- bc + bd. L cd
- =35
- bc + bd+ cd
- + b.
- +c1
- 27bca F6 tcF a
- 6+c d
- t
- m, n, sut extessi
- m = n
- bc. + bd + cd)
- +c
- +c
- + d
- Bemontis
- a; = a + =, M.
- i 2a, a -+ 15 LM...
- 27bcd
- a
- Hujus theorematis demonstratio, eadem est cum pra
- cedenti, nisi quod magnitadines, quae ibi maioves
- scent, hec contra minores esse debeant.
- d
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 118r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0235?run=74