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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 203r, page id 00068199:0405
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et
Et aeut
d
Quia X+a. X + b. XtC. + X+ a0x+b. X+ d + Xta. XtC. X+d + X+b. XtC x +d =
d, Xta. x+b. X+c. X+d. Hinc differentio- differentiando fit
dd, Xta. X +b. X+C. Xtd = . b tZet a. XFC LXC
e
(ta. X+b  Xta. XtC tXtb. XtC +Xta X +d +x+b. xtd 4 Xtc. Xtd
selunda
et generaliter ta diferenti prima
1d
combinationum e
a nogregatum binionum ex radicibus
sexies
ternioi
ntegras differentia prima est bis aggregatum combinationum x numero
paliter producti ex radicibus 
seu formulae rationalis.
e
l, Xtq. Xtb. XtC. Xtd = sex, xta, + xtb + xpC + Xto
xim
ineraliter defferentia est producti exradicibus, est se
m
deunda-sexies
radicibus invicem minore unitat
ductis
tarria duodecus
quarta Evicibus-
C
obinario
ternario
gotuas
quater
V