Leibniz-Handschriften zur Mathematik LH 35, 9, 6, fol. 10r
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: 0.67.
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The machine reads it as
- ngura quaesita est simnl acivu propectionis in 1bdeo liquido xens rnoni
- pouioram oepanturs rice antris ese quadratis velocibit so plbconales qua crtva
- eaporum le
- ut A
- eissse sima
- setibdatu
- cn duplicata eatione temporum positis temporibs
- e
- litalist
- in progresione Mtritnetrea epunt arcas in pro-
- es
- l
- egmetrica. san si abscissae sant
- lpsarum ase arcus sint ut numeri
- uare
- d
- s
- adias quadraticae (quo
- s
- punt abscissarum
- temporibus proportionales sunt) ut logaret rmi
- e
- rax: a = log. Sastad a=
- a
- sax +d
- Sidx tan
- L
- ga
- Et L log. h: a = 2X. fiet RAadx. Sax = van ray: (. C +ct
- e
- en 0g. 1.a
- daxia
- e pltaxia
- ax2 + dys. seu N NX:
- fit fsaux Aia. o
- voa
- du dy- axs
- a
- 2.a
- etrata
- vaxia
- htriaa.
- de
- dy ex fe
- e
- l.
- s
- u
- 2.
- =ix odtus
- pro x none C da nin
- es
- atia
- a
- += q
- rursque arh:a
- a t = n4
- = na+ maina et 2t- mn-nqu, et
- i M - nq
- fiet 2ah. a
- ira minanq. seu fiet:
- ea ton lon 2at tn-n4ra ogh: a = logi n 4 loqm
- ex
- una
- A Z M am + 2gulg.. M + 44
- fit: A loghra, tn = qcd FCM nd- 2B 9dq = Za dn: n + 2m d +3qdy: M r4
- seu
- t dn: A + C Eam.
- e
- sit ma si hoc aequalio posset reddi trinalo obtimnissemu situm ia simplilicnt
- emoltis si faciamus
- 2
- d.y = et Y nB: 14
- e
- asit ex ratia et e fit
- aa
- 1
- seque
- fuius opus est quadratura
Cite
Leibniz-Handschriften zur Mathematik LH 35, 9, 6, fol. 10r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068130:0019?run=73