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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 1
# Folio 241v, page id 00068194:0482
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068194&page=482
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esse ravem resolvendi  aequaones
quam ponere X = a et substituere
valorem in aequatione data, deinde
aequationem istam, vel inde excilatam
resolvere in aequa  ex a = O2 et
a - D = 0. etc. nam addere
facere à + a b = D 20. est inut le cum attolleudr
aequarem stat quadrundo statum tolli possit
a b ex aeg 3. et ita restet solum aa
Omnbus expensis haec landem vera est
Methads; pro dertuegeader pro primo gradu
non opus est resolutione. pro serudo tollendo
secundum terminum habetur solutio per
solam literam a Unam exallataten ad na; i
Etro gradu explicando X erc. et ab multipli-
et ab ab -C multiplicando per a.. et attollendo
sic ad a, et addendo ad B explicatam colluntur
omnes termini proter a et sic habetur resolutu
per a = ... et ab = . 1. seu a363=.. os i duam
iteramur  ad a exaltaturu. pro otio 3to
grado puto assumtum in  literas tres et adhibitus a
explicatiam X Hollendo per ad a, et similiter
maeter a
et
e
a a idebent joli termin ommnes
ad a componendo debent tolli termini omne praele
opus est ad consendum, ut forculla pe forumlum
mti icilus tis calums 2d
in lipsu opernioe apparebit