LBr. 454 · Augustin Thomas à S.Josepho, fol. 33v
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: 0.78.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
One image of two folio pages side by side, registered by the library under both labels (also fol. 34r); this page is its left half.
The machine reads it as
- a
- = 4, quaeritur 2 + b = vy seu 2 +
- s
- a
- X
- aa
- anit
- 44
- seu n. +. 2b = 44 vel anur + br3 = angque. bonatur n = b et
- an
- eY
- fiet abr + 13 = agq. Sit 9 = stv: aa, et r= sst: aa, poterit
- 44 dividi per Y, etsi 4 per Y dividi non posset. Et fiet qq: r = + vv: aa
- sit
- t
- aetrr, itaque si b
- a aaov. seu ab = aavr- s4 seu
- ab = a0 +Ss, av - 55. Fiat ax - ss = aW, erit e
- fractus si b sit primitivus nisi sit W0=a. Fiet a = ald +s)
- Erg. ab = (aavo -s =) aaw + 2aWss(+s
- 4
- sit 5F7+a et WZ coa sit W= cd +a, et
- S= e laco + Z(+) a
- a
- aug = a0 W = 2cda + ca
- ab
- =
- et sit D-
- RaccroZ H Bcocda (4 azaco
- aZa +2ac0
- B cocd a +aBanoE
- aa
- + 2aa
- aq
- ab
- Z+ 2a
- reliquam io sed si + sit fiet
- da, fiet
- Aco (+) a
- = 0
- Ov +77 +aa
- +(2BCdZ+)2310
- a. V(+aL
- ubi posita b = 3a,
- et +a=a, evanescit
- utrobius terminus absolutus
- totum non absolutum sed per Zet co
- si sit BC0, et b= 3a, et 7a = +a fiet
- aacoco f+ 210 a + (4) ea h
- seu =
- 4 2aa
- et f
- 55L
- aa
- 4)4 βcvaa +4)4azaa
- affectum aequale ipsi aa
- + 2c04
- ) 4aazd
- +nucd
- La
- 2
- B5
- quam divellendo in duas,
- fit y =(4)2a et s= L
- 24le
- vel aacoco + 40 a =0 seu co = qa
- et = qa +a = a
- Ac + L(+) 2a + Z
- seu y = +4a (+) a
- cd +44 =0 (2, aZ (+) 2a +Z cot a = 0 Ergo co = - 4a et Z= (+) 20
- Ergo a
- primitivus, necesse est esse t= a, vel t = b. si jam sit t=a, eit X abaass
- Et fiet ab +.
- 2alo55:
- aqu
- no
- u
- a
- X c
- a
- 1
- Erit X = actb: 55,
Cite
LBr. 454 · Augustin Thomas à S.Josepho, fol. 33v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 82). https://leibnizlegible.com/page/DE-611-HS-957479:0066?run=82