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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 5
# Folio 18v, page id 00068100:0036
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hujus per txempla illustrabitur. Et quidem hane Solurr
onem semel iterumque tam aperte indicari, ut Facillime d
quoris in his verlato deduci pollit ex iis, quae Cubjungun-
cur Soluion Casiis specialis hujus Problemaris, in quo
Teil. Curra propolica est Algebraica, quamque extribui in
Accis Phil. R. S: Jan. 1704, ut Claristimo Problemario
proposcori B. J0. Bernoulli constaret illius solurionem e
Mechodis Calculi differentialis inversis maxime criris porse
obcineri, utpoce qui in priratis luis ad D. Chernaeum Li-
teris significabat eandem non posle exhiberi per Theore
mata noctra in actis Phil. R. S. MarT. 1703. publicata
tic quoniam ex Actis Erud. A18. 1705. percipio Colurionem
illam (quae lcopo praedicto latis Cuperque Catistaciebat)
Boctillimo Viro non arridere, ideo modo praemissam So-
lutionem nulli objectioni obnoxium publici juris tacio.
Necesse itaque est ut Clarill. Bernousli agnoleat vix ullum
dari Problema, cujus Solutio ex Calculo lureorali Facilius
deducitur, quam lui de Fransformatione Curvarum
Oua vero in iplius Bernoum Solutione displicene paucis
enarrabo. Et Primo, Quod ad Curvas tancum Algebrai
eas eandem extenderit. Secundo, mod Mechanica egn.
EU GC, a MOTU (UE VOCAL) Reptorio cota dependens.
Immortali quidem honore dignus est Tlugenius ob inven-
cum Erolucionis Mocum, quia e ipse ee polt iptum alii
plurima cgresia Theoremata Geometrice exinde deduxe.
runt. Sed nec Mocus Leibnicii Fractionis, nec Bernoul
Mocus reptorius cum Flugenii Motu crolutionis compara-
buntur, donec cum Elusemo celeberrimi viri Curras per
Mocus Cuos genitas ad leges Geometricas revocaverine
quod cum neuter eorum praeltiterit, ideo Problematum S0-
luciones dependentes a Curris per Motus luos genitis in-
Mechanicas Polum annumerari postune.
. AM