Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 276r
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: 0.76.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 275v); this page is its right half.
The machine reads it as
- pone fB9. et h⊓ t. et si 910. tunc componendo columnas 1. et 2. fiet
- per ststractionem fier. 4f + sex 45 m + pf em + P +r hl + 3pf Ih +
- + 3rh mf. B
- tortemf bc
- Et residua aequario erit:
- 12f3Ibc 412shem be tspf mbc + 3rh3 L bc, +9ps Ihb
- + 4(2f + asnh + p3 3pl fm t pBh
- hrueht rris 1I
- quae posterior aequatio destructis destmendis eleganti quadam ratione respondet priori
- eritque: If⊓ - + stm - pns f - rhihl - 3rh mf- 4su h - p V Ih - rnemf- 3rm hl
- 4 f + 3pfh
- H - 4sh. pf Brhf
- 45 + rhi + 3pfh
- I 4(2 + 3pIm
- componantur duae aequationes C et D. subtrahendo; et faciamus, m h.
- habebi mu:
- +fl +ph +3psti IVH quae aequatio dividi potest
- +fl +1 ph plifl eio
- sive ph fen1B + aflF
- +2phfl - 2 rti 3
- e
- ( = h3
- + fl
- 2h0 S
- per fel et fiet:
- et fiet sabt a est sit As C
- t
- 45. 1 pur bi tuc p a setrp rtes
- h
- Si jam duas aequationes componas addendo, fiet:
- 4f1), + 85ht + et ) S 4 paf 15
- sive frt BI + ast sut (2 + alid sel + 8sh
- 85. I. 3H
- adeoque phef et 1 + + fl fE - 4 3 set - 35h + 3f 2 - 2ph fl + 2r h3
- C + 1
- et fiet f+ l p 8fI - 8sht
- Crh. 2phifl Et rusus f. d. F), + ast fil + as 1
- 247 1
- ap t est + arti
- tite
- xin qua posteriore aequatione, ut utrobique possit extrahi radix, excitabimus radicem, ab:
- a
- a
- sive Or B p quod efficere non est in nostra potestate.
- faciemus: (4 f 1) - 2fl + 2rh
- An ergo aliteo rectius
- +4 fle + et, eritq
- Sl 1nh - e, 1 .+ . avnge e f+t (+ 2 f1) p C + (2A
- Examinandum ram superest, an in valore ipsius F+l. paulo ante incento: SP. sht
- depresio quaedam inveniri possit. Sed video ipsam h. non posse servire grli - sl.
- 2t2
- +f 1 + peh 2fl, et p e p 3rh C + + sht + P
- vid endum ergo an explicando ipsam h effici possit, ut pet + asti + 3rhe, sit quadratur;
- x F
- seo hic rursus vider h fieri inutilem, nam 242 2 15 rebet esse p 2r Quod luisus in
- iste in reno intime penetravent
- cuum calculus
- F a se +a: jam signa ipsium f. C. variant: S _ sit . et e + fer: + se r a
- si jam- fe + a
- +fe -a, erit
- X tium valorum posriatium
- 19.
- f sit = et e = fiet: + fe + a
- f sit et C = fiet : - fe + a
- f sit = et e+ fiet- fe + a
- + e
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 276r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0551?run=74