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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 86r, page id 00068199:0171
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An fingi potest modus quo omnis
du
formula continens, X et y fin sit
produet g ta ex formulis
ux XX + duabus quarum
_HOKX FMXG+ toLKX
una contineat solumx
altera solam y. modo
scluit quodam lxansceu Nom
dente
3
XtarY  g+ b + (HH
xytag+ brx
ixu bx aba atju
et
ry eX
quia nonsunt
suffre ares
carbinart
omnis formula rationa
At sed ex x et y fingi p
quoniam id e supra producta ex xtyt
aliquolies suratis smpendo
vires est fictionis utilis. aliquando quefficiente, esec
consideremus, an non sattum in integrist
explicando formulam quamvis, nempe
ut X sit rationalis integra per y et v
et y itidem, possit demume d10t
efic in formala sproductae duae
ac dem affici possit
n
qostremo valor ipsius dp: 8
L
citu, formula haec ex talibus
X
solitariis producta
sit X = 2+. v h .q +. Ht. Ct
Cdg - d9D
ax
au a
2d-de
2C
4d
C = : et et y= D:G.
dy dx = 048 d0-d90,.C
dy - dD- d9,:
du
∞