Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 81r
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: 0.69.
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The machine reads it as
- sit eniu
- a ser
- fiet
- et
- .2
- et dividendo per
- fit:
- fil
- frent
- 2e
- eh inte n -h
- 2X 2h
- X (6= X 1
- 4 b
- p
- 2C-n v2h
- X
- e
- st a
- 2e-n + tig 2h
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- b
- In.2 eM n-2C
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- aequ. quadralo ab
- M
- n
- +se 1 1en. Pe
- Si
- 3C
- In. 2 Le
- L
- +ib A
- s
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- Non sic
- fiat v- v
- A 4 b
- n +1) (2)28 n. W
- F bc X
- X +
- 3
- e
- u
- 2
- fee X + b = quadrati
- fa2e
- e
- d
- e
- 2
- A in
- 2
- ten
- q
- n-2B Ah
- p
- X
- et fiet
- J2n Ln -2C- h+
- 4 se
- fiat 2C - n + 2fY m ZCCn M 2C-
- 1
- et
- tit e = 4nY. seu a=A
- AC n = 1 seu
- et res est mirifice
- nales
- V
- 1+ n
- reducta ad ratio–
- 1Y
- 2+CX
- a
- ut ton omnimm dilus
- XX= a:q quad. per circa vel Hyp
- 0B.
- e
- X +
- ex tbx = g. dy
- a+XX b aqS
- et cue
- eu
- X +D = yg:a)
- Eorum satur quadratu
- communis
- Xxtor= gu cormm datur
- XXX+ bXX = ays
- X
- bX =aayy
- X + b = y. aa
- XX+bx = y3:a
- X +bXX = y
- + bX3 = ae ay
- Quadratura vex
- communis vel
- per cire et HyP
- 5
- videnium an
- X Yx +b
- santur duo primi
- terminus
- ysy fialax+b=
- a
- pas
- seu LRL:a xba
- a
- quaeri f9dx dx = 29dZ: a
- dy = 2vdv: a Xsydx = (vv: a 2
- jam ex aeq 7- abZ = v, fit
- u di
- vaerituu
- su
- syyva
- e
- L yv.
- lia v: a
- du = abdque = = Vvav
- s
- in
- horum quadraturae
- possunt inveniri
- A iis
- Ex X +bx = ge Reta pe
- ces
- Dc21
- D
- dy: a
- L
- ny - ab vdv. a
- a
- XX+ b LLgy 4 horam omnium datu
- X
- 3
- asq dimensio
- t +bbpxX = aayy
- en
- ert
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 81r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0161?run=74