Leibniz-Handschriften zur Mathematik LH 35, 3 A 28, fol. 24r
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: 0.65.
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The machine reads it as
- 6 julii 167∞
- V1 - X2
- s
- +
- 1y. 2 N y 2tX = X y. aequalio circuli
- 4
- X⊓ S +2yX + et.
- I3 X 1 y + X - y - 2y+
- XNA
- e y
- +k (I +2X74 1
- =X2
- Extractio radicis per serjem infinitam pro
- orinata circuli. aartem comparatio serimi cum serie differentiali
- Erit X p∞ Erit XY ∞+ X.
- 4
- + 1
- +
- +12
- 1 - ∞ p 1 = x -.
- 5 + X -
- AX
- Ergo X F)
- y
- atbytcus
- Xs- X2
- (+X -2 X
- te
- CQ VH r - X. Ergo Y dy p = fdxX
- ty p - dx x
- quaeritur.
- 3
- cucus dramete
- 6
- an
- XHγ +3yX +3yX+X
- a
- a
- t +
- X (, a+ y 1 + Y 4 V ut y + + X X
- dx
- e B C B,v 1,2, 2
- 0 + di + y
- a
- e
- u
- +
- ed
- a i + re
- d
- a
- + de X .
- in a
- Lore a
- Series talis, quae si per arithmaticos multiplicetur fiat senes
- diminaturque unitate sit et quilibet grodus exponentis uutate
- dinimiatur frat eadem cum simpliciter diminuata non multiplicali
- seu X+ a + by + cy + dy esc
- ita ut sit X 0 + pb + 2cy + 3di est p) a + by fb + cy+ dis
- e
- seu by +2cy +3 dy3 etc p a 4 bus + cy3 + dy. Ergo apbys.
- bp cH b. de c. en.. sed res ni fallor taatum ab. initrum
- non procedit, quia non potest ap by. alioqui da non dediset o. quod
- si ponamus le a 10. nihil habemus quod ipsi bus aequetur, sed rvo
- verte
- d
- 6X) +Ox = d
- b2
- 1
- 5X
- ax b+ by+c7
- +0X +30 X - 20Y + SX
- a
- ed
- e
- 5
- x a ni
- ~ 2
- a
- V2
- +
- de
- de
- +
- X
Cite
Leibniz-Handschriften zur Mathematik LH 35, 3 A 28, fol. 24r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068241:0047?run=74