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# Title: Leibniz-Handschriften zur Mathematik LH 35, 6, 6
# Folio 23v, page id 00068051:0046
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068051&page=46
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M
e
a
eb
yrqu+ a: a
F s tat C0
 May + anG +adm = my +an
pydus +taqdy tpesy tacdqus y + afar = adt
d= S
de b + b hdeo b = d5. seu co = ds = 5.
d
en h
fit ds: 5 = dh  + erhdco
seu hds = dh + hedeo
it h = 10y +11 (= 20y+21 co-
dh = cody + Gdco rdu Y df 2edy r 1) d2o, 121
dh +hdeo
has-
de 2
 307 +34
deo = 23 30dy + d3o Y + d3)
 1d21 + ad20y + 11. 20 dy 10d20 yy (+ 10. 20y dy)
+10 del.
11.21 dio 2y
1d31
du. 20
11d20
1003
10.2d.
Il3ody
5dh
23
aeo. 2077
10d0 yy
10.309 1030fy 1030C dy 1030byy
. Cogay
+0. 2oydy)
103oycy
1030 y dy
si 10 et 20 sut constantes, habetur 30 per yui
per duaI= 2) per I1 simpliciter cognite integre ex
ex
Epconaliter
Et tollendo d3) per y et Y. sit relatuo in qua 11. H et X 1 dye
E)
it
a
ytah + 1
2
reter (meya ydm f adn: my-ato +
myran
L mytan gdys tydus tach
frelgytan may+ gam tad
ammodue +amdm gy + aamdny + aamndue += +a ndn ) (ammdus +semm  + anC y tamipa
q
amuydy tandgyus aangmus
amny
aana dy
O
ang) dy) admus yy tandu y - a tm dy
qmmyus
qy
am
anth
+
aegon y
b fon astnn. Ex 716
sb= sam: m  ag: n
=ahdn CErgo g = msb: a = m.
Et Exdus sit aama+ ansist- ansisamim an an
am hic vala iptius h substituatur in e sent muma y. pent
+igmanus   anen aendte tahnb+ 5b n P. antm: m _asman-asim- ant
anan L ansbana anstum: in duamfdri
a
X10gb = y
axlyb.. 1
av = v