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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 394v, page id 00068196:0784
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# Lines: 26 recognised, mean confidence 0.81
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Hinc ponamus dam
A, et lol
gneralibus formulis; tollaius jam differantiemus aeq. 1.
fet aeq. 3. i ibaque ex ∞9. 3 tollamus _ y ops aegg. 1.
et 2, fiet aeq. in qua Z, X, de, dy quae solvi
test  ei comparanda est data, ut etiam
reddatur solubilis. e Nempe sit v:X Cinm
et dy: de =  (2D) n fit du ndx +xdm
ergo indx txdm = dx. n. sed ex hac
pagina pto pit lucri vet sed ex hac
aagina hil lacri
Ex theoremate paginae praecedentis
sequitur data differentia logarithmorum
qua inter logarithimos
quantitatum, et differentia inter loga
nter
richnos elementorum dari quartitat
adeoque et logarit hse, y.K= m:a et ly. L
na fitay nx.
ndx
sin tollara
is  B pa. pst
id  mua
61
mant xam
madusu seci