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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 3 (shelfmark LH 13, 3)
# Folio 53v, page id 00068200:0108
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problemata resolvenda
in integris
tendi quomodo problemata solvi possint
in rationalibus. ostendam quomodo solvi
possint in integus:
et equatio solvenda in integres:
+ 2I n +n = M. aequ. c.
scribatur: L aequ. a f+bl+cD.
M aqu df+ et 1fv
M sequo
laqu. m + cn+ d
maequ e n +f
n aequ. 9
rarum pim trium aequationum 2, 3. 4, prima
multiplicetur per h. 1 + M + K + p
secunda per al+ rm + n ++
Certia per
vl+ Wm +X n + y
sumima productorum comparetur aequa
honi 1. it invemantur iterae b. c. d.
e. f. 9.
Alia via.  resolvatur problema in
rationalibus, valor inventus si fractio si
invemenda est depressio, sit ergo.
ult.
67b