Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 162v
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: 0.75.
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. 161r); this page is its left half.
The machine reads it as
- AD. a
- AB - b AC = c. AZ-Z
- aD= a. latysiee
- quaesitae = DF
- et a A a D = a - a - c, C. X = a - fa i quo cmferatur ass- a+ A. dA = a - a- c. Ergo AB erit =
- au fa.- b
- f45+2s3.
- sutae fiat ut latus
- spcienta Cu Ergatie GH. Jam
- ade iienitu per pros
- assumto GH. Velul mo
- a - a - c, = a - aL EK
- aa ca = b ponatu
- fint a+ c = f. habebimus 44 fa b
- a fat b. Esto 1b fgub erit
- Esto a a + f4 fa = b +
- avento um quodammodo late Ergo a + F = B sb + F
- recto figure
- rectum quaesitud
- ad aunc. n
- a- F+k
- rectu datus
- Y-sb + a tc= 2ac+ a-c
- a7y.= X2
- 14)= 4
- jam assimlis aA
- AB et AD, velut cog
- ti inde elicietur a.
- langentium
- erit by by = tc+ +
- Z
- imo sic.
- eit a - f a - a - f 4 20 f. (seu slf = f = b . Erg. a = b + 5 - b f
- 2a 4 = f C2a, fit . 24 - 2 af.
- = a f + 2 af. fiet a
- sive a = sb +f Hinc pate
- in cuculo prima stattim operaoe
- ha modo invenuiri quod quaeritur
- pmultabi sil
- + X = 2
- l exa
- po 2 = E Ego Z 17 3 hp 2. 1
- = 2.
- Ergo = Z
- 2X
- quonium si Ergo
- figurae similes sunte
- ut latra recta
- nam in duubus
- erpliemit
- aequationib
- si plaqui demto
- Eut propor
- honiles etu
- quisestant AD Na.
- ant.
- AB ~ b.
- BC vis ab
- LA
- AH V
- H VXvI bc2
- HG vsc
- Effu1 c2a
- AD(AB:: HG9. C39
- xa 2b
- talem figurae et CG.
- icu
- tarrae M2
- Ergo Xb7 + Xb.
- vab, a, c
- Ea siat 2- X) fel a b) Xb
- 1c2a2
- tera
- Ac 2aX2 V C2.
- cracx2 vbc4
- aX2 VbC2
- bc2
- a22ub,
- an b;: C2, 3c2
- 0f2
- a b +2b emi
- goto
- hrestganda est Agertole quoque resecta
- Esb - = fatu. f+ b X - Y =
- B = 2 x - xt =
- r + b 9
- X F1 F Fb. p
- fb = 5X2 + = bX atique
- SX2 + fb - bx pa
- vc +. b = bY p X.
- = F ius
- 0 8
- Si ffax
- 9yye
- 2+b.
- Aut
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 162v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068195:0324?run=74