Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 81v
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: 0.72.
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The machine reads it as
- quaeritur
- X+ b3 = ayy
- t
- a
- + bxx = ayu E ev
- X + bX = a yy
- ert
- gurauus
- en
- hujus briciquadraturae
- tantur, si movo possum
- +
- e aequare quadrabo
- +1 s aequandque quadrato
- xfb c
- at
- a
- a + 2bl XX
- X + b aequ.qdudiato
- ab
- sre
- ab X V
- +
- b
- in b
- in rationalibus quodd cude fil n pe X+b
- finitas.
- da
- +
- fit Y
- 14
- b 2(XXAVD, bVVX
- XX = 2bH V∞ + bvV X
- Ergo 0 = X. F2bb
- e
- eur ergo
- e
- Ergo X = bv 12: - bVV. tantum
- ergo oportet i- bxv: 2 aequare
- quadrato
- a
- quod estin potestate. C
- fub
- ta omnes procedentes quanamias
- quia ergo habemus omnes quadraturas pro
- habemus in pse
- a
- X et
- seu
- Et omnes quadraturas pro
- i
- aa
- 213
- pronessus in cnbrutum
- e
- + 2bbX
- sit 28 = 48 3. et fiet
- 1+ b = 2bb X
- X +X =ayu a+bx=aVye
- viderum an non hine
- iliterntdium uX+
- e intitnis
- 63 = 497
- 2-
- 3
- s
- seu a
- XX +bb = 9 X bXx = dagus X AbX Laygea
- ut omnes quadraburas prd
- X + b4 XaV
- eu d.
- set
- X + b = yy24 X+b+X = ayy X+X = ayu et
- 4
- en vid
- s
- si
- pl. VV
- x
- 10b
- 266
- 10b
- 26b
- C
- le 10b
- L
- ietque = 1
- 1
- seu
- (2) 1+ b
- 4b
- G
- La
- Ls
- quae methudus est autizerums
- -
- et generalis a
- X + (. X = y Vy
- sid
- 2
- es
- y= XAl X1
- -
- ydx sit gy+
- tertatum
- (+bX = 23. Quaeritur 77 = ex+bX.9
- qu = X+bXX: ZX+bX
- sit
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 81v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0162?run=74