Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 22v
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.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
One image of two folio pages side by side, registered by the library under both labels (also fol. 23r); this page is its left half.
The machine reads it as
- itaque compendi causa aftriab af -r sab
- vocemus
- aβ
- Et ex aq. 1. fiet a) = Aagh + ht dac.
- est 95.
- aW
- af +r vac
- a)
- af -r tac
- aE
- Ixog. 2. fit. L au = agh - ht sab = ag. tiab, cha srab
- ahistac
- b5+ ∞95
- Ex aeq. 4 fit aa BC ( qu( ah - 5 aC) - +aa 3 3 (u (ah + 5 ab) = agrt sab, aht s ab, qu ( at - 5 Vac)
- Exaequ. 1. fret : aa)
- Ex aeq.2 fit
- fa
- a
- = a +d c
- h
- aa n = a + b
- 4ge
- paf sac (-aar racrabs= Aaghilam
- 4 ibc lac + obc sab
- Eodemmodo ex aequ. t et 2 quaeremns +
- aaW L 4 agh,: agtu
- =aa + 4agh,: Acgh
- e
- sac = tad
- Uit
- +acc rab Y Aacgh
- atb rb sac
- Lacuo -agha): lab. s =
- - (2 + 3) tab E + b
- vil _aas ab At Taturac - 4agh sab
- C
- =+ 4 abgh
- vac
- rab
- vel fab (aas- 4agli) + Var saatae ragti)
- agic lab + b tac
- aaf gagh
- e
- aghrbc
- st- aat
- Hbc
- (af- 49h lab. laD + artbe
- = 4 gh, b dac + C sab = - agh, obe, lab + tac + 4gh Hbc
- Hec peracto redeanis ad Hunc Hos valores ipsorum + , et T. d possemus substitutre
- determinatio. Sit ob l- +(H = 4am) = Ir + (CNN - 4aK), fiet
- Il +. _H) - (3ln = H = (1 -am (+ XV. (D) aK + (2) S(l- aam, AN - 4a X)
- agagtac
- aa95Yab
- ah+Srab
- ah -5 sac
- Ot + aags vab
- EE Caag +at 1ab)
- ahu s vac, qu (est tab) art stab, qusel siu.)
- a BB (aagah - at ah lac + aa s C) bat saagah + atahiab + ac
- V 55
- ta95 Vab
- seu fiit qus _t = g5) (tab + sac) = (3 (2aagh - 2 at abC + (aht + ag5) (+ab - Vac)
- aags, sac
- aa BB= aaf- iafrYab -abr
- aaEZ- aaff + rafr tac - aCH
- o (P. . Apul P lab e plac)
- =( (aagh+ a Cst - 4 (ant + ag5) +C) ( poio ht 4 gr L0
- -ye (aagh+ abst + Cant Fags) iab p. q r abt fa) Btacts saba as t dact
- si faceremus L. + e = 0, seu ht +9p =0 magnafieret calculi contractio
- jam ex aequ. 1. erat aa B+rrac = 4aagh + Aa C GE Et ifin. Arg. 2. aaque tabur rasrtab = gaaght q abst fit gaagu= qul afgrtac) -qacC
- sin fes prasse atrr t ragritaet ast abrr F rasr vab;in qacabs se ele rai cherteord gs e B)
- ohet = (b-c) an +g sr (b sac = C Ab): ga a (b - c)
- ficrenim en (lib + hinet: aque = ghre - stet. aequit AA = 4 am Et aep 2. pp = 4 a9
- eragrine
- c
- al +ssab, ah -5Vac, ah + sb, a h- 5 Vac
- eetq (aagati Lat atitab = aats Hbe, + aagah - at ahibac - aa st + bc)
- Zaagsic
- aass-afrrac-arribe
- natr sab
- a(37 ((augratitab, atrus ac) fang- atrae, al t stab)
- inde aamm + Aaa KK () 8 aa mk = asam at) ((t IlHa -llrur ibaa m. H. gatull. ganna
- est autem l = aa B: alitstab, et ex = aa Z:, an - s taC, et m = acq+at sab et K = aagu - at Hac
- H
- aequ.
- a
- in aeq. G, et habebitur buvalor ipsius gh per r et 5. Inde etium hoec tollentur ex 7. 6.
- sed quoniam has contractiones adhibui, tentare volo an non liceat sumplicite
- Edhibere N = D sine divulsioneque ita enim minus minor adhibita erit
- ah +stab, ah - 5Yac
- quslangu t at aniat aastibe f. aagat, + at ab la (L aat. t ibc
- et divisis omnibus per 4, fit qu (M- K) = l_ (mt L) = KI = M AN
- etfirt ((aa g + at Yab, ah - 5 raC) = (a ag - at tac; Mah +5 tab))
- qu
- etfiat snd sublalisfractio ib
- a
- seu
- nempe fiet
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2a, fol. 22v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068197:0044?run=74