Leibniz-Handschriften zur Mathematik LH 35, 6, 25, fol. 1v
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: 0.72.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 2r); this page is its left half.
The machine reads it as
- Si ergo sit du = vdx s mxran et fiat nxtan = 2
- 1(2 2a v22 em n 2
- amaa et
- aL
- bxtac ac c
- fiet ex
- + 1: 2am 1: 2a Im
- oram aim Zubtaim Zb - a sm
- sit jam du= dx matan, bxrac = d ex bx tac Ax S mx t an =ay fit bX + ac = V = abes . dbn , ac
- L5) (abez t abn cubq a E m
- seu V
- c em. bn aebn aem poyt in, p : , 1. d ratm
- Ergo dx Imaran, bxtac =
- 2m 2 b7Z aam VC A Z.braim Baboam Zebratm Zsb asm
- Ubi rursus nova resolutio instituenda est.
- .Et quidem ex 6 et 15 in catu aequ
- sit _ eesita ag. 2. sit: A de Atox vac, mxran = Eaa, en bn, ae bnndem q q uy seu dos bprac, naran = 4G2
- Quad et sie colligemus: Resolvamus ergo .
- orroli c + h l-
- fot (3) ocontil
- id
- cimntin coth
- et s- k
- (3 lb2 aam
- hoc modo
- LElloco-hh) caur
- . 2 3) cocontia scototiti, catr (3). -. an (et ers. B, oth
- ta ico ed +h
- Arfilo scoonth. coth
- cothC
- 1 (3)- 122h
- poptu qu a enbri Lelicam
- cotm ast sadtii hi
- cument, utt cort ausit hgu p 1 12) 1.2h
- E. h. Coth (2s coco-tih (.) corh, coco-hh
- Dcocontihi contr (e) cocontih Ergo L 9 = 1: 2t 1
- et cent
- Bel comath, edah () conti er aliti P seoronth
- comprrbatio: = 2coco + 2hh + +CoC rEdh + hh + co + 2coh + hh = + 4hh
- 2: 4tik + 1: atit
- ecentin (Tothycdconhh Pconh, edctih
- scoth, a. h Etera, cotrntibi
- (2)Coth ocotit corho cot B) coth
- L . Ergo
- =1:dk- 1. p ath 1: 2h
- 1corh () corh
- Eoh consi eo conhit BCcoth et coldoht soah coth
- H 1.B(3 1: 4th, 1.2h
- H Hib) 2 1. t X
- ath ck
- oi scorh, cocon hit p. t 1. 2b
- picatui ito
- 1. abh et li8h
- Liscoth Ltcoh
- nto voit ibti
- tui
- co-h ro
- (t conh 13) conh
- Ergo per a49. 10, 15, 16
- =1. 8l3 Ergotandem ex 10 per 15, 16, 17 fiet
- r: 16t -. d. 1hik 2. 32k
- Dcoch 13tcogh
- Pcorh coh Coth cont
- corh3 conh. Lt . h 13s coad
- 1.81
- D) oth ubi quod examinis loco est
- 1bhd 1. 81
- cont. Ch
- h et h se habent eodem
- (20) ponatur Jico Eeg. 19, Zso toroco, et a sin foce h.
- Atque ita redimus ad colculum superiorem.
- superest jam ut summemus Cso coco deo cocodeo, cocoduo cocoduo coco deo corodio
- Co+h
- cont scoth jescont 13 corh 13tco-
- sit conh = Z fin eocodeo (2 - 2lh + hl. 1q =) Zt ehiter tit d2 Ego Scodo deo L corti - ih cot +. b S
- seu scocoded =
- E- 2t E + hitom Ego f ouo = rt - 2hstes - th, e faoto = v.h. 4. 1. .
- =h (23)
- 4. sito-oth +hor a h sto
- oth coth ideo coti
- -hh
- coth 2cot cont 3
- conh cohr 2 t
- 2 cos + 2h coach + hh sunt
- -3: 1bh3 oth - M N- t
- 1og. at
- hi o revet
- Em oenti 4 Ca b tit
- + c- h + ah San B
- + Sut -
- Qa quad abera deniet a quad atura Hyp. si a sit quantitas ealis, vel
- Snxran, fin festodio
- quad. Circuli, si h sit quantitas imaginaria
- jam co ponamus Zsb et pro h, ponamus am, et pro Z. a pondamu
- oio ara
- fint in
- cotti b
- = (dx Sbxtac, nX ran
- alculuu
- conui cocott Co F reoh X = rcob3 .h
- quod comprobemus: (co k 3co h t 3bi 9d s co h co + h phcoco H 2td 4h o ++ humi 8h
- 112t Ergo
- Similiter ergo
- Ergo S corodio
- a
- ocontin Q co+h
- .3 , c B) + oCh) =
- 2=sti e H coim
Cite
Leibniz-Handschriften zur Mathematik LH 35, 6, 25, fol. 1v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068070:0002?run=73