Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 65r
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. 64v); this page is its right half.
The machine reads it as
- Hac scheda continetur tota
- doctrina de Aipplicatis
- ad Loca plana
- rectam, et circulum:
- Atrae nempe exhibentur.
- aequationes generales.
- tam ad circulum
- ..
- redam
- aequ. g. fiet:
- quibusdam
- a datis du binis caterum differentis, et angulo uno
- AB aequ. X. BC aequ. g. ACaequ Z
- Z- X iqu a.
- XX F
- 2- 7 aequ. b
- Ad aequ. e. DC aequ. f.
- (3) BD aequ. g.
- XX F ee + gg aequ. XX
- e: f
- F ff + 99 aequ. yy
- y: g: f5: l. m. n.
- Ergo qg gaequ. m y per 5. et faqu. ny
- Ergo datis ex aequ. 3. fiet
- C + f aequ Z
- a aequ. 0
- ee +mm equ. xx. et nngyt nim yy aequ. y7
- (13) U
- (14)
- seu e+ y aqu. Z seu e aequo n y+3 nn + Mne qui ll
- nu
- reris
- -2n yx +mm
- Cet
- Ergo ex
- C
- aa + xxtrax fiet nngy +aa +x-Onyx+mmus aequ. 0
- seu pronntium e
- (16)
- ilem a surd+bbryus sebus-En up pamm us . Xxa
- per 15 et 2
- subliahatur a ae quatio 16 ab aequ. 17. fiet.
- bb + yy F 2by - xX - aa rax aequ. 0.
- per iset
- Exaequ. et 2. fier. a vel atxaeqo b+y.
- quod jam fumpatet ex aequ. 1. et 2
- loco aequ. 19. scrilamus: X- y + a qu. 0.
- vel faciendo a - b aequ. c erit:
- 4ce9d. - 8 +5 _ 4aequ - 3 + Su - rr
- 4aqu. 8- 3 + O in fiei 5 aequ. Srr Cn-
- multipl. per
- Faxa +y,
- x -y +C aequ. 0
- 4X + 3y +E
- +2x -37 +2C) (22)
- +3Cy
- ++cX
- 5aequ. 20
- +49+5
- razue - 3px -409 5a
- =4yX
- +3Z
- -+ ubZ - 136X - 12B7 - 15b
- -B3yX
- = 157
- Zt BXacty+ .5I
- 15Z
- b
- Trianguli invenire Triangulum
- 4aequ-3+5.
- T3Xy -3yy
- temyy
- 135aX
- Cos
- Gaa) aequ. 0
- (exaequ.16
- multio
- 3
- ACqu. 24. compara Bacum aequ. 11. signi D Deugx stemns
- 5.
- (25
- aequ C2
- B aequ
- denotatquan
- nqu
- +et (2) in
- circu
- eo co
- 6gl
- 4+3 -5EBC2)
- fiet zaqu. 5 ( 3f qu. pone hant (2
- alot
- ampon
- 1aey6.
- EF
- s
- E
- v. X. C0
- 27+ vn aequna
- FEa
- +
- vaequd
- quovalore substituto in
- .
- : exyx +od id
- fiet
- d
- E Deaequ.
- Ssco aequ. 2
- CX
- frr- co substitutis valoriaus8. 10.
- habetur aequalio nova, luimodi
- per 38. srgu per 27
- . 5+ Cet Ax aqus te sA) not(. atetur erus
- poterit autem a sumi pos arbitrio
- LRequatio Generalis ad circulum cn aliae compa
- bp + GrccS) p
- +dd (S.
- - 2d
- hh aequ. 0
- 2p.
- ebent
- sa
- si punctum E cadat in circuli circumferem
- pp + dd-sih fiet aequ. 0. seu
- terminus cognitus destruetur
- ingsi
- habetur
- haberuque et e
- equ. h
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 2, fol. 65r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068195:0129?run=74