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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 101r, page id 00068196:0199
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fig. )
u Il
g. 1
qvaeritur curva talis, YI ut data abscissa AX, detur Y p perpendicularis ad curvam
intercepta inder ordinatam X Y et axem AXP.
quia magnitudine, datur YP, etsi non detur positione, ideo ad positione datam XY, accom
in fig H
modatae intellinantur variae positiones 1IH 2D2T, 303K, qex quibus una est vera quaesita
Harum positionum intersectiones ordinatim  dabunt curvan e
plurvam, 9V
EX da
probiuae XH = XV, est semper aequatis datae magnitudine
et 2X dabit aliam curvar. 21,LS ubi 
negulariter
perpenduntam. Tales Hae dirae curvoi sibi non occurrent cumalioqui formatiix unus xc
cipae
foiet aequalis lormalis