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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 67r, page id 00068195:0133
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Javenta Constractione Mechanica pro cogarictuo, aeque apta ac illa
est quam invenimus procirculo pio circulo habebitur modus pulcherimus
purce
exhibendi mecstandce, omiradicem aequationis cujsque ductu  linearum
simplicissimo; etiamsi aequationes essent transcendentes aut sit
yt + b9 + cy- sed si aequatio afffecta esset comparunda cum
possin etiam i trespa
producta ut y + byy+ cy  daequ. 0. comparande esset
y+fyHyem ytn 29+pry+9 quod utique in fallor
coqo
semperfieri potest, quo facto probleua esset tale:
logarictum
nonamus singamus AF semper esse numerum, et GC
numerum, E R et E. A. puncta fixa,
et esse y, y+ aqu.  fiei Zly + ly + aegu Cb.
sit GCaequ y. et AF equ ly et 89 sit b. et A7 sit lb
et HK sit M et 6k sit y+ M et AB sit yam
sunc resolutio aequationis reducetur id problema tale;
r punctum C. invenire tole, ut ducta ECF sit AF AF ducta in
aucra ipsa AB, aequalis ipsi A7 sripliculae, quod si curva sit
ermodum affagsis poreassurmet. Imo satis
pe
en
analylica probleme altas
i ei modi constructio pro oganttimis haberi posset ad parabolam sive
sed nobis susfecerit coganthmos exhibere posse licet illis
sequationes affectas solvere non possimus