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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 13
# Folio 33r, page id 00068010:0065
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odecembi e)
e
Dividendi compendiam generale
Follere literas dividendo, et divident
copre
sint duae aequationes habentes literam
communem earum si una pe
lteram
eddiset ite g divisa
fit in exemplo sequenti ut residuum
sit equatio quae prodiisset si ape aequationim
dividentis literam vel ejus aliquam potentium)
ex dividenda sustulissemus.
+L
X + Y = a aequ. 0
bX + cy aequ.0
+d
seu Xaqu f cy40
b
+ba2
V
+cd3
est resiium y. a +C yrcdy+ d
b
Ubi notandum
Quotientem differre
a divisore ut
radicem affirmativa
a negativa
e residuum ore
a
t
nihi
b2)
tiam
d
62
qred
v
coincidit cum
dividendo; tum aequatione dividenda tantum id
locum ipsiu X vel - x, substituendo ejus valorem
CV
e
Fe, seu pro X substituendo cry + 2cdy + d
Experiundum in aliis exemplis
verte