LBr. 57, 2 · Bernoulli, Joh., fol. 79r
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: 0.75.
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. 78v); this page is its right half.
The machine reads it as
- r = 1 - b = m - c - n - d = p - C etc
- D
- lma nin D imn
- (= X +b n = p +C
- (-m b -c
- Im = Im
- lun = mu
- buc, bm d, b. d sed = buc, cad = ba c, ca d -
- boc L bnc
- L- P. =
- b-e = mup
- A = x+d p = X+ C, etc
- seu im = b. L
- et b -c = L- - 1
- cid + Cud = bnc
- e etim d ocibneot E b, Cd. M d. E, dab, M
- Seu tun c.b, dabil B.C, d c, M b. d, C- d, n
- Imnp emp
- et b.d, cad, enb, n iud, ad, ba eaM bud; cad, eud, ea b, H
- Et ita habetur regula progressus in infinitum
- bud, cad, e d, n2
- Ao U02 set bb
- XP fiat X = l.b et tner = mnete imnete imnete
- Zlmet l = B B + b -c et 1 - 2b = m - b -c, ergo fiet immpo
- pevius ex valore invento habetur n
- imnete
- b-c, d - C, C- b, M 6. d end, 10, 1
- e-c = b4c
- e, d e, b. e, p sed b c duc, ea B, M duc, ec, ba e, M = ba c, d C, labs e C st
- F d. C, e-C, b. C, M Cad, ea d, b- e, M d - b. +d
- XX, X.
- . b + exd - 1, d tra
- ina Imnp bue, imp e-b, lrin
- ergo pro lun, et mup substituendo valores inventos fiet: Immp C.b, . b, e b3 l
- tne imnp imn imnp
- innpetet se mper
- Imnaet
- Imnpete
- np et
- nodam urvu
- Ergo tandem fiet
- b. c, d-C, CC,
- L Xtb A n- nei n = Xt d. p- 2tC
- et it forro
- 1. B.b Cmmpetc
- bre +, umpere
- nete mneri erm ap missi
- hoc a babee un. imaji
- nea mncu innen nu cum mus
- te +Gbte x
- humpete mimpate
- C -
- 1terdm 2d brued + bb+bercea = H+be ACC, C = mop.
- p. np.
- inn etiam consideranda esset resolutio formularum in dudivisres planos seu secundi gradus. Qraestio est an omnis
- Etigo
- X = X, Y
- unp Emnegete
- e = q.
- pi
- brerdre, berbo + cd + bb rcet dd
- Pabbc+ bc C +
- sccumo quadrature ad quodratur iiculi et Hyperbore. sit
- Xx+ ac X∞ + aadX + aB = 0 et
- resolvi possit
- Uxx qalmX x aa mp
- et ax = X + a et sprudit XX X X
- er ejus
- et fit
- p. m pam seu pp- mm pem - p - m .
- seu p = m + ppm - pmm =cpp -emm + 2epm = add, et pro m ponendo ab: p, fiet
- l= ad:, p-m et l = aaod:, p m = aptm -ac seu ami
- p - a: p + ab pp: p - aa ba p : pp - cpp - adC: pp + 2 adCp: p = add, et multiplicando per P
- fecta ex Xx + lXtam
- sed quaeramus prius m et p
- +2aP sit 2m = cella + ad: l, et ( 2p = etll. a - ad. l, alque
- fit pe + B - cp _, ab p - addp - aa bpp = aa lbep = a B =
- adeo amp seu cc + rellia =(F: aa - aadd: I = 4a B, seu (6 + ac l taaccll - a dd
- pr te ii sure s. un e. pes eb. srtir oper tar
- m. + p = +ll. a M = P = ad: l
- P
- ut l’etiam sit imaginarica
- tuu De
- setum
- alnter sistictis rela
Cite
LBr. 57, 2 · Bernoulli, Joh., fol. 79r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/DE-611-HS-3653099:0157?run=74