Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 221v
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: 0.84.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 222r); this page is its left half.
The machine reads it as
- W. qu c
- a Hler p-2t
- e
- Resumto calculo.
- = hem. +a Im
- vode et regutu iuddemi fiet Cubica
- W + h2W m W - Im
- si poneremus m a, fieret si destmendo
- terminum penultinum, tantum videndum
- an ullimus possit fieri affirmativus
- 1 a l ater a 36
- suis an 220 l 4 l
- sive 27 ae l , 4h6 quod semper
- fieri posset, is error calculo subisset.
- quod est relire ad determinationem
- scipionis Ferrei.
- N. in conserendo sanda semper
- opera est, ud ea ante caeteras
- investigentur indeterminatae,
- quae per nullas alias multipli-
- aqy + a Aequatio cubica data
- + bY + ac b +d per cubicam arbitrariam
- atollitur ad quadato
- +bp. + baqu. + barY
- ac . +ac p. acaque. acarY
- 2ad. aedp. aedaqu.e adar
- + e) + afy +aegV rah q
- + 1 Jam
- quad quadratica arbitraria,
- per plul
- y + c eat taq ahy
- +C. + ld. olas alag + Cahy
- tam name namat tamag. tamah
- conferendo: P +b 5. e + l b erlap mh p dr. esivemf
- sivi de nh. Ex penullamis. rC + Mhq
- et erit cp Ihr + mgr -mhq
- pono ex lertis
- afY tamr aqr Ipr athir- amigr amhus
- af. aqu + epit lpr pritalhr tamgr amtiq. ler -cmr
- ear + laer-par + lhraque Emgraq mihgaqu mh Y
- eritque es ahr + lagr + aqram + lpram-pram +alhiam
- +amgram= amlgam-amram, -lar
- + par r2, = lhraque- ingraqu + nihqs aq mhapr
- superest aequatio unica ex terminis quartis:
- ar + eaque tlaq - paque, + Iir amgr - mhqus. + amh 7 ag +
- e, atiraq aqratir + agraqramagr peram t aquam gram- aqramngam aqu’amram
- H aragr- ar’ar ar pagr) araptnir ar’apinhq-artraem
- ra ra + rapntesae- qrtam + qui a - qranius + qu im +q nga e
- agre-pram + ger ma- erapmque + riam
- sive eri agr laqe + l pr. (p pr ul hor alangr lamhue-lamr- av C laq et paqu - aplir-apngrtaputus raeah
- conferendo ergo duos ipsius e valores novam habebimus aequationem, in qua quatuo supersunt in
- compendit causa fiat lro. fietx
- (+ agraer)qrqagringraque + aqrmhgaque q mhrapr
- quod si jam plactat et g facere pro fiet:
- aqu epr lpr- ht athranuanqu ler ant ane
- determinatae, g. h. l. m. ex quibus duae l. et m, conferendo ascendent ad cubumo
- reliquae duae g, et h. ne quidem ad quadratum,
- H ahr = laegr, + aquam + epram Alpram-pram taltiram
- +amgram- amligam -leram amram
- aqu-lpr + 1r
- agr +bpr + alher amgr- amhque af + lertamr
- est. P. Et ex hac aequatione fiet:
- ex terminis contexmultimisfiet:
- arpram +lram
- + Py + aq y rary
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 221v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0442?run=74