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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 15
# Folio 26v, page id 00068033:0052
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+ etc
Ah. repetitiones ipsiqus D conc
tunc enim
ev. 1
ee
2d
1) + et
sinu et hoc
deleatur non
etiam continetur
in exemlis
en
hinc conpendu ex unica solum
costat parte, et
est. n aequ. 1.
ita
porro, ubi nota
posse per solum caltima 
intelligi totam aliquam formula
Si
quamcunque integram seu dem cujus deno
minato unitas Hoc uno omisso quod obliti
sumus avando diversae
ducuntur in se invicem. sed hoc oblivisci
impone licet, semper enm licer multiplicationem perficere
opere iest et si dividantur, reducere omnia ad communem
divisorem itaque hac expressione possumus exhibere formulum
s
xC
Quamliber cujus libet aequationis utcunque rationalis
vel crrationalis
uemadmodum autem hoec formuta generalis
est protixior quam formulo generalis sublatis irationalitatibus
t sed in applicaoe
ad particularia possea utilior, quam expressio quae fit subtatis rationalleus. ita
similiter hic prolixior quidem fict formuta si multiplicationes et divisiones
non ponamus opere ipso facta sed faciendas; at postea in specialibus utilidr
2t
itaque scmbenus:  t  D +  +  son nC  per huc D per etc
S
eodem modo sractabitur et C et 2 et
+ (2)+ eta
qualibet alia teminus forma,  ut tactata est D compositarum prima pper multiplica
a
2+
ionem intelligitur et divisio, sed tunc numerus in exponens est fractus negativus
sequenti
celeatur non
continetur in
Milifica