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# Title: Leibniz-Handschriften zur Mathematik LH 35, 6, 4
# Folio 44r, page id 00068049:0087
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= aXX + bX +C,: ex +f hVD = _XX + n X + P
Ex 2. fit X hvD - B + + nn = XXtnx + = nn
et
seu X + Ln = Thvo- p+nn. seu fit
X = Shoo- p
nn
Zn et XX = hov- penY.
fit  ahov- ap - an S. + b st.. - = b +C
se
+Z AHM
es. = 1 en +
do potest, hibem rationaliter
se
si
et v-
2
it y = fxX + bx + C,: ex +F.
1
q
XX + nX + p + VYXX + sX+ b
datur ydo Conice. quod si collamus X per
 ea  aequ. l et2.
AXX +bX +C  =
yx - 57.
seu
a XX + b Y + b 7( = b - e
e
eyd 4
Ed
1.4 Llc
+fu
undi habetur  X qui valat quae
collatur ex aeque2 sed nihit hinc. suia
habetur extractione ex y
XX habetur
per X
C
et