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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 3
# Folio 18r, page id 00068205:0057
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VIto. 19 pb 1704
arcum, qui sit in dato ratine ad arcum AB, datum, ait se
ex calculo didicisse, calutm arcum quae situm ed semper
debere comprehendert cumeatum ita u AB extra Cd cadere
pequeat
Hyperbolica
cum dides in curva parabilibaaplica quaesisset invenire
Sit curva Parabolica AGE. bis ecetur chorda AE in
puncto F, et ex F erecta normali FG, jungantur
AG, EG aequales, bisecetur AB anis in C, et
fut eo (+atalgo lequi soleo) compleatur angule se
rei  ACHG ex C educatur ad AC
tnormalis CH  cui ex G educta normaliter
occurrat in H, quaeritur tungens limeae
describatur linea H(H) cujus quaeritur lungens
Id difficile esse ait dudisch. idem putat eandem
curvari prodire, si sumantur tres chordae aequales
in arcu AGE, et AB trisecetur. Tales a se
Crvas exhibitas in Medicina mentis hanim
buncentes quaerendo dari quadraturas. Eae)
curvae mutunt gradum
aitra
a
2a
FGE