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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 23
# Folio 30r, page id 00068041:0059
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ee
ficurtas est quod min aquivalere
debet purtati, cum sit eatio crescendi
veciescendi infinite parva; quid si
e
X+.
X + dx
Cerit
1
si
dx log X+ dx = ilco
aeo. ansussiit dengnta
en sifficit dx lon xido = du. dubito
fiet eex g. X jam X log X = X legx+do sit = X
 log X = log. X + dx = AHC M: X
It
seu dx: X  Ax + AAX. _X +dx
sen
dx. X + 1IX - dx. X - AdX. X
X X + X dx
seu dx dx x sedatoliti
eu  dx daxix
=X dM L MaX: XX
a
b
Xdex
XX
(2dx
edm
 dx. und C
habetur.  per differentio. differentiatem
porro itaque et supra dx cogx + l deo- .
ax log. X +Ax = I. Et logXFax = H: dx
rdx = x dx dn: exd
seu x + dux dx ~ HX ddx  x sed ex hisc
patet prolo ex scribi posse eg X+ ax scribi rit
pro ap. leg x+a dco M. ubi consent ux op
esse differentiares simplices scribi posse.
dx = + log Y
s
deo - M. Et i dari per dx
ope aquationis () ergo duo et duo pereus)
praclara hic divusib
aequationis NNB