Leibniz-Handschriften zur Optik und Dioptrik LH 37, 2, fol. 73r
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.
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. 72v); this page is its right half.
The machine reads it as
- saquens
- DZ aequ vc + Z5. ias theorema ectangulam sut si radii paralleli in circulum incdant
- rectangulum sub abscissis ab axe circuli divecto et conjugato per radium refractum aequatur
- sumimae rectangulorum: abscissae ab axe divec directo in sinum anguli incidentia, et abscillae
- ab axe conjugato in ejusdem anguli sinum complementi
- Yt , Z ug
- Radius qui derectu
- cisa ab axe etirecto
- 1d ar
- centrum circuli transeunti paralletus in circulum incidens retri
- los
- in centro sibi norma
- hissaeab axe conjugato excessum
- conjugato
- siune insinum complementi. vis
- vago _. Iteo abscissab axe conjogatus
- d excessumm
- gatur, et radius refractus quantum satis utrinque
- apabscindere in telligatur
- sit H atit - a aloqu. l. b. fietu:
- uticet aadbuxhestinscuaabt arqu Z2 a
- aa
- Vaegu. a vis aequ. stinca aabo) seu Ss vo- rvsraa a
- SSvoivstaa ()
- 15 e ncessu
- ad sinum
- cmer
- aa apc+S)
- deniqu vet vZ aeqey +sZ hacum ago trium aequationum ope
- 2hhcc - aab-2hc Shtcc - a abb
- corpendit causa vocetur: Trhihea aabb. hc Shhcc Laabt aequ. af.
- et et per aequ. 1. et A. feisi X reZe ac aequ a. seu similiter ex 2014, fer vnm osi
- nonrus fict aequoa si
- pualores autem y ex oltequando set per s dividendo fe aa Bf. ap 2 + seZ
- ne tet: 22 2Z ei ec a aas
- mise
- (.In Sreeraa qer hem aerince aabb
- he sa saa bh + h ce
- a
- pad
- cer sinum anguli incidentiae, abscise ab axe directo excessum super
- portione
- a- ssf
- se
- 27- 2c2+C
- 2af( ~ + a)14
- jam habuim
- e fiet.
- et Z
- 22cqtec
- 7-20Z. qu. a - aa ande
- ettieque comperum qusa restotuarmus
- nihil novissed eadem aequatiee
- V ae f Mc = Stihic - aabb. Ergo vo aequ 2hhce - a a bb - 2hc Xhh cG aa bb posito bb aego hh laa
- S vn af. Ergo ex 5. erit: 22. 2CZ qua
- quia habem,s datorem ipsarum V et Z. quaeramus et du et du. Est autem duaego ds-
- dos os
- et ob aqu. bq aequo Sa voss. + at + Cc fict ( Zet v a + q do sago
- ostdv-suvas
- Trosstat S vossta
- qne cons
- e circu
- avendien d as ∞ et literae. C
Cite
Leibniz-Handschriften zur Optik und Dioptrik LH 37, 2, fol. 73r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068531:0145?run=74