Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 445r
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: 0.77.
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. 447v); this page is its right half.
The machine reads it as
- 8a- raete
- applicatis de mapinus er chilinus sur
- Method lan pendes
- estio de maxoins tan simulari sic potest in quaestionem
- d minimo, sit AB maxima viduntarum exc. A intB
- ert Fa infima ordinatarum ex curva in GF
- Jun 1646. demas
- demett
- Mapis indicibus senet
- filitis
- salogarsses edE B
- et II AC
- AE - AC
- AC- AB AC+CEHA
- De exponentibus et indicibus ad quadraturas
- LAC
- AC =)
- VAC2- AB
- DC, AC M
- 4B AE. BC AE -AC, A
- DC AC, G AE- AC AV, pE-
- ) AC
- DC, AC HI AE NC
- AE =2AC AC + AC
- AE, AB + 2AE, AC AB - AC, AB
- 1ID
- A- H
- AE2 2AE, AC, + AC= De
- I A5
- 2AE, AC + RC2
- sei et qae agcaersca
- aee -ac +4,
- en a,
- pesi djontinio radin
- pli ecert
- quam a) et pier
- e-ac 10.
- horre
- innycatium
- ponamus . fiet a cipis
- ea- 20a +e- carrCae- e
- er ordinandoeut ep, C - 2a C + a +20
- et ondinando ad tangente
- eH4-6a Ct + a et +20a4 et proute
- pontirem fles
- te)ad nlua
- A B
- 24ge a eis ac + rca susa
- neserio e, est in fnite purvaomninm umtoridiesem
- 7aC
- AE-A
- AC = A B
- +AEAC - 2A EAC + AC
- DC, AC + AE AC, _ -2 AE, AC + Ms
- + AE, _ = 2AE, AC + AC
- AB,Y. AE⊓ a. K)
- AE - AC
- AE
- vel brevius AE AC, sat est l2.
- Ergo AC AE M CE
- vo ABAC
- examinandum quamd.
- possibilium maxima ad examonsam
- Y maxima, etiam y in
- AB maxima. Nam si
- maxima.
- C est magna etiam e c est magna e sed contra
- uxne re
- Grt
- LHH C= C
- à la
- + arq (2
- Ergo quaeendum est ta res jam radditur sic facilior. _ Porro si
- EH est parva.
- et H =
- n PR
- ta +
- 2R V + Na
- Ergo ex aminandum quando vllangalum ex PR in LH, est omnium possi bilium maximum
- a +. b a 1 aerba. Hac toncux rectangulum tanto ma sit CdV rectangulu–
- co ascendentes, v de scendentes quaeritur rectangalum maximum. sit 8Z 4o +V
- erst
- +
- 4
- aod erit maxia
- si v est maximum et
- d esse et majus et v minus. Erit cdY madimunt, tumcum
- tt ha ant ergurtiande es prasit
- d CEri a C
- . B et
- y etc,
- (12. 00
- a +Z
- A S7C bA b
- et mamas tum tu
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 445r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0885?run=74