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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 27
# Folio 13r, page id 00067989:0025
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Constitui specimona, quaedam dare Analyseos Trapscende
Geometriae Analyticae, Algebram transcendentis, circa problemata
sive communes,
quae ad Aequationes Algebraicas reduai non posse demonstro
igitur harum aequationum Algebraigarum loco alias introduco, q
o quae mellius sunt certi gradus, ne de quibas non potest
dici sint ne planae an solidae, an sursolidae, an alterius
certi sgradus,
Cum deprehenderim Algebram non porrigi ad omne genus prollematum
Deprehendi
et pollicitationes Cartesii qui oq se prom docere in justo ampliores
quaestiones Geometricas
esse, cum dc ait omnes problematum genis a se eo reduci posse
ut tantum sit opus quaerere radices quarundam aequationum alicujus
gradus determinati quae construi possint per curvas quas ille in
Geometriam recipit.  quae adeo a veritate aliena sint,
Haec enim
ut pro certo affirmare audeam potissima uti lissimaque problemata
aliosque usus
quae Mat Geometriam ad Mechanicen applicanti occurrunt
ab Algebra non pendere, nec in ejus potestate esse, qui notas
itaque
eorum
hujusmodi
solummodo
ractenus publice methodos secutus fuerit. gee
Quae cum mihi multo usu constarent, succurnendum
errori existimavi, qui Algebra communi contenti, quidvis a sed
praestari posse jactant credo quod majoris momenti quaestiones
un
non attigere. ideo specimina quaetam dare constitui Geometriae
meacantranscendentia, versantis, quae demonstro
necnici pese paan, aut solida aut sursolida alteriusve centi gradus
ad aequationes Algebraicas reduri non posse, et habere tamen Analysin
quandam propriam onvulgari latiorem nec minus certam. Hujus