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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 33v, page id 00068196:0066
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rectam L N P = quadr. semnti axis Z R. u Hyp.
Hinc si duu et tangentis
vitio pro minima puto
hnc haberi posse aerad
quadutum caqu.. ita ut
tollatur ac muletur
ad atus cupt.
et
eno
quaeratur et proputias
minimae componendo videatur
an suunl teli possit xy, et fier
sillemus a astinere problema per eanoen
Av
Hyp. bis positam. Sd inde credo duceretur
ifftuctio sine alteruera. P.
2
celse
biquadraticam
Aequatronim datam quadrati quadat
dito quadrat construere per sonicam
datam. Sit Conicae date equatio
atemem
XX 24X, YCC = v 27X + Z f-y7
Et sit ys