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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 27
# Folio 12r, page id 00068045:0023
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fig. 1.
invenire curvam ec. in qua
relatio inter PB. CB seu yerp
sit det data (quod est invenre
quadratiaem in genere) est
in venire curvam p
ea
in qua ex puncto fixo c in
langem PB perpendiculari
CB habel relationem datam
inbangente. Nam curva
super figura c provo
luta super recta BP suo
puncto fixo C. desarbit
curam CC.
mechan
hateta curvam ps generari
uno puncto ut ip assumto
si curva uap gyretur
circa cenfrum
curr4
, ita ut
saquens punctum secet locum
ai 2p, nempe 2p ser incidat
in locum seu vestigium ordinata
antecedentis 1B1F, ita enim ipp
.2p erunt duo puncta currae, et 1P2p
seu
e
ad BP distantiam a curvum
et
p 1B erit Tingens