Leibniz-Handschriften zur Mathematik LH 35, 8, 5, fol. 7r
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.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 8v); this page is its right half.
The machine reads it as
- sit l = X+b; m = X+ C; n = X + d; p = X +) et ita porro. Erit
- Immp cab, dub, eab. b b.c, dac, eoc, M , cud, end, B be c.e, d e, P,
- ie adeo continualitur toties itaque tot prodibunt membra in valore, quot sunt nembra
- radices in numeratore; Si una ex literis constantibus, ut b sit nihilo aequalis
- non ideo minus succedit calculus. Sed non aeque si plures sint aequales radices sint
- aquales inter se, atque adeo si plures constantes sint nihilo aequales
- sint jam aequales n et B, seu d et e. Multiplicabimus Imui per
- 1ia frectio esolvendi
- Lper sunt aequales sit m= m, et p absit, seu sit imm
- Imun
- fiet
- l - m,
- = num
- C
- imm
- et
- fietque
- et l- m = b-c7
- seu imm b. cmm c. b, ln
- luim Im
- Inm= um
- i
- 1
- im
- Mursus sit resolvendi fractio imnn
- sit
- et M
- fractio resolvenda s siet = L et
- seu i= a bybaa h aub, a. sit baso hhl
- hhL 11
- hihl
- Rursus sit fractio resolvenda , fiet m
- hhlm
- seu d
- hiht hl
- hl hh
- ham = a -c = 1
- hlm hhl
- hhlm
- resploendo
- L
- 1
- +
- et a M
- htm= a-b, Im b-a, tm
- Ns = a-b, ht bua, tih
- a- C, hbm ex a, hhil
- 1
- +
- hlm
- et h- m = a = C
- sed jam est
- .Et rursus
- cua, a. b, b -a, h
- sed hoc resumanus possea, num solu prigra resumens
- A
- Im b.d, un
- b. bi
- Imn cab, ln b.c, mn d- b, Im b. d, mn B. c, Im c- d, In
- mo dm c.d, n, et im= c.b, l b c, m = (eod) 4b -d
- a - b, a - c, b. c, M a 6, P. 4 a ~, W
- Gab bidin bic, cod, M bacus c d, bad, n ced s.d
- jam
- b. d cdin
- ut ante olim
- a - b, a - b, a - c, c - b, l a - b, a- b, c - b,
- aC b- ct
- hhlm adb, a- b, ca b, l aac, a-cbac m
- +
- 2a-
- avc + a - b
- c. b ∞a+b
- a - . a-c
- 2a -bc p4
- si
- b-a, cd
- a-b ac
- seu cab, ba h. adb, du b
- a b, l
- dob, ba, t c-a, a
- 1a -b. l bua cu auc pob, cabi l acc, ar e, bac, m
- =ae hlm era itil
- aob cob, l a- cibec, m ergui hlm Cd
- Aliter idem indestigabium tihla
- et nim= baca, h
- L
- a = c, a- C, b -c, M
- a - c + b - b =
- a - b a C, a - C, ba c, m
- b-a +c -a
- a-c, ba, ca, h ac, b. ba, h. a cC, c- a, b- a, b a
- et foret
- cab achh
- n Hn im bun imn in imn im
- et L =
- Imin. C. b, dabl cab, b d n b-c, d C, M, b-c, c. d H.
- et fit ina cibdabil bac doem
- aub, an c, emb, l caa, aub, a- b, l
- Ex5
- CM ac, a c a
- p
- anbih. abc, m, Caca
- Im A. m = b -- = EL mn in Imn 6. b, n
- _ in = d. b, 1 b. d, n
- et
- +
- hhlm a-b, a. B, lm acibia, hm c. a a- b, hl cab a htr
- 2
- seu tihlm aob, a-c, c. b, l aub, arc, bc, M a
- l = ca b, b
- Imn
- 4
- et
- 1 - = et
- et h = =, et Ch- l = a - b = Im tm
- hlm sim him lm
- et fit
- Ca ab, a b, l
- et .
- 1
- - = = et h - l = a -b
- hihil sit
- hhtm htit
- repertum, ergo fiet: phim a alm cna, dub, hil cua ott
- ergo
- SI
- aC,
- ut ante
- et duo lsummado sit Co1, 4 b, cab a b, cab
- . Et fiet:
- GA
- hhlm b, a b, cab, l aoc, a- c, boc, M d b. a, c. 4,
- V
- 4
- bua, hh
- c-a
- a hh
- a, caB
- 1
Cite
Leibniz-Handschriften zur Mathematik LH 35, 8, 5, fol. 7r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068100:0013?run=73