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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 7
# Folio 43r, page id 00068160:0085
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3C
ale
a
T2: 393
O
t seu e
28
92
l
2a
....-
Aequatio ad Ellissiu
 2aX fa
et u ydi=
pe
se yyt
LX
a dx faxdo
seu zaut sit ath - l
et 4 a +b= m. et fet
lx+mx+t
Bdv= ldx + mgxix
et ddv-
. P3C
2(3C.
eH
2- 22X + XC = Y
dgo. sen
s
et
P
. 39
A= 39
3C+2G2V
HA
alen 2C3C: P3C. +
AB
pG
2C34
seu axis major
consrat autem
e A
s
DC AP-h.
latus rectum a
seo
distan
liom focorom
ergq
est +
ag. et
acta a seu
ene
Ygquaq= h
in nostra figum
quando distantia quarum
foci a vertice remotire
s a remoriore eait
ent
ldx + m: qXdx dv + vl ddx B, vm: 9Xddx - dX,: v2
lSc
92C39
dans versumq
e
latre transverso seu
semi
e
ubi 
C
N
BG y