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# Title: Leibniz-Handschriften zur Mathematik LH 35, 14, 1
# Folio 43v, page id 00068201:0086
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in de terminati sint, tor scilicet quot aequationes particulares feri possunt, detoun
demto uno. Nam quae de comparatione aequatiorum ejusdem formae dicuntur, non sunt vera, nisi quando arbitrariae aequa
tionis Termini sunt ierentes indellominati. Caeterum hanc methodum sempen procedere impossibile esse puto. Junc
enim daretur reductio omnium aequationu. Elevala aequatione ad numerum parem dinem ponem et simplire
reddita, ita enim ope extractinis tadicis guadratie deprimi posset. Quis scit? an non Nam contraru non habetur
demmtatio. Inquisesio in eam tem deberet esse, Geometrica, resi ope setionisanguli vel intersecctionis duam
curvastum inventa sit extractio radicis quadt graetatur modus, eadem posita radice, variatis aliis assumtis aliam
cemponendi aequationem egusdem gradus, in qua loca omnia sunt diversis a se invirem linlis repteta