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# Title: Leibniz-Handschriften zur Mathematik LH 35, 14, 1
# Folio 183r, page id 00068201:0365
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esdit 2679.
enult Martii 1677
 aequ
de bollendis incognitis
et certo modo bxhibendi formulas
sinefractionibus compositis
V+ mX + ny + pXy ettC Xer
+VX +dy+ CXy eCXer
C
MX. +V) +xy CrXCu
vermsin invenori
aequ.
e
+ CX + dy+ exy + ete Xeri
et dc aesu.
ejsus a aequ.
e
poss
posito scilicet
proponi
solas in problemate oponi X. Y. a
ineus caelera esse lu numerosn tunc
enim non aliter stare potest quaeritur
jam an ne liceat ducere:
G.
4 N. X + 2y + 3X+)
Ca aequ.
2  2
14
4+X+)
A
y2 X
Ajo quod id freri possit ique sic demonstro ar
fiat XO aequ. y. habebimus:
e
a aequ. NX + 70x + Zx + 1O X 1x +) O x es
seu a
2
Eergo ponantur tantum duae incognite  aequ. ))
et  aequ. O patet semper  subtatis caeters
posse explicari relationem ipsarum Dei
 et d inter se invicem ergo semper
exprimi poterit a ut per solur valorem
ipsius ( Sed non semper per aequationem
V
rationalem. itaque res generatiter non
procedit
eiet