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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 2
# Folio 42v, page id 00068204:0088
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340
TODRNALLITERAIRE.
ricesses, qui penvent etre appellées mutations
ou Flaxions. A la An de ce Lemme on voit
ce remarquatile Scholium. In liceris quae mi-
bi cum Creometra peritissimo C. CF. Leibnitio an-
nis abhine decem intercedebant, cum sienificarert
me comporem esse methodi determinandi Maximas
Co Minimas, ducendi Tancentes, C5 similia per-
acendi, quae in terminis Surdis aeque ac in Ra
tronalibus procederet. Es liceris transpositis hanc
Sententiam involventibus. (Data aequatione quot-
cunque Auentes quantitates involvente, Fluxio-
nes invenire, Es vice versâ) eandem celarem:
rescripsit Vir clarissimus se quoque in ejusmodi me-
thodum incidisse, es methodum suam communi
cavit a mea vix abludentem, praeterquam in ver-
borum Es notarum formulis. Otrinsque fundamen-
tum continetur in hoc Lemmate
Si notre grand Machematicien a la moin-
drc candeur, il doit convenir que ceciectun
indice tres FOrt que MI. Nervron avoic la me-
thode de ce CAIcul, du mroins dans lC TemS
qu’il ecriroit ses Principes; mais s’il veut pren-
dre la peine de jetrer les veux Tur la Lettre
ouc M. Nervion ecririt 2 M. Leibnilz, il
crouvera plusieurs échantilsons de ce Calcul,
Tur touc. dans l’endroit ou il parte des Cour-
Des dont les Ouadratures se peuvene reduire
acelles des Sections Coniques; ce qui prouve
que MI. Nerion dans ce tems-la entendoit
Partaitement bien le Calcul differentiel, puis
qu’il faut une connoistanee plus qu’ordinaire
dans ces matieres pour Faire ces reduetions.
Mais le grand Machematicien ne VeUFPaS CON
venir que MI. Nevion encendit ce CaIcul,
Parce qu’il n’y a pas de Leutres pointćes ni
dans