Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 153r
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
- aelm +Eln +, MN = 0 1+ 2 4 + 3 m
- IIEm + 12 l2 + 13nn = 0
- ponantur Im = + n= g, mn- h. et inveniantu
- f, g. per magiam praecedealem siet deinnde
- II fErg t- (nah: M = g: l sic
- El= gm.
- Ergo ht-
- nf tan 1
- rgo m = hl: 9. = f: l
- t un
- ma imp mup
- aB a +b X +2ab
- otLV +OE2M R 81
- vc
- 020l +002 m2 F o1 lm + oiel + o0i m+ 0oo
- 120l +102 m 4 1(1) Im + 110l + 101 m + 100
- quaeritur aequatio in qua sola supersit
- et pricmum quidem e
- dissimulato in collatum
- mm per modum paginae praecede lis, habebite
- 1. 1
- OZI + oi m + 00 =,0
- 12m 4 11 M + 103 =0
- perinde erit ac si essent tres eqe
- tales: 02 a + O1 M +, 003
- rationes
- 12 a + 112 M + 103 (0
- a mm 0
- namex duubeus prioribus fiec:
- nam quia m 01 13 - 03. 11
- e
- . qui
- 102. 13 + 63. 12
- solum contigente
- substa luendo tantim apro 1O+, 02, 03 11, 12 1
- as
- 02, 01,003, 12, (12, 10
- 2 - -01. 10 +00. 11
- M
- O2. 10- 00. 12
- eu (+ 02. 16 Im + Or. 10 M =0
- = 00. 12
- 3
- = 00. 112)
- itade jam hanc aequationem binando eum
- altarntra earum priorum datarum
- ut cum o2m +olim +
- 90
- O
- habebimus rursus aequationem
- similem ipsi , O pro or. or, 30
- 02 O1 00
- 12 11 10
- salstitue s at ho. +02. 10 401. 10 0 se
- 00. 12 =00.17
- rursus L100, 01. 10
- cut
- n=
- -003. 08. 112
- -
- 00 02. 15.
- +00 003. 12
- et
- fiet
- sed ita nihil egum
- modit eniu
- snor valor ipsius
- Ergo addendae in unur
- sia nova, conjungenda ipsi
- sequationes cel 2
- a cobinana
- est cum ambab,
- singulatim ut
- duae prodeant
- aequationes
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 153r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0305?run=74