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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 181r, page id 00068199:0361
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t.a
e
Productom ex forma in formam
ala e
s
 Numeri formae prodeuntes semper praevideri nossunt, et coefficientes inveniri ex
combinationibus. Ex.
d
.
2
2
a 12
)4
4132 4
ab in abc fit. abC +. abbcd tmabede t. a b c +. a bc t
abcd + abcde +a
a
ea
bide t.. abcd+. abcde
2
M
equea forme
prodeunt a se multirlicanbus  ab Literae non possunt esse nisi 5
ua
quia forma maxime vanata est abcde Tot ergo litelae quot  termini
in formus probucentibus simul. Alterntis forma deinde ducatur per omnes
si
dmae producti novam
ad ipsam recatione habentes i itaque ab
sed
2
abb, duci pote
ductum in abc, et in abd, facit idem
 in abc,  abc, abc,  acd, acd, bcd, bed, cde
sed bd excluditur, quia idemfacit in ab
4
2
2
 
a
4
hinc formae
asit
e 14
abc, abC, abc, abcd, abcd, abcd, aebed, abe de
C12
cope
ubi notandum non omnes formas provementes divdi secundum ix ordinem prioritatis literarim
a b2cd
dividi posse per formam producentem secundum ordinemstiterarum enuntralam
enrnbiatas
a
sic ab Cd, non poles dividi per ab et tamen haec forma prodit
loefficiens formae producta indagari potest ex modis peruculandi, ex
ubi duae literae amplures eodem modo se habent. Ex. gr.
a
in fomnis
abcd prodit ex
ab in ac d, et ex ac in abd. itaque caefficiens praefigendus est 2. e
dre se eodem modo haberent in producto velut si e
a
p
i tresliterae con
produet ex a bc in acd
2)
2
i
abcde
re
a
poterit praeterea poni abc in abde, et aed in abce
221
e
ita sunt copercatus pergutem cum
et abd in acde quid scampo bc, subsituamus simul oft acdin abe. si tres
2
essea prodventes possent perinutationes institur cobigulae Quod a plus semel lontinuat
V a
tant
s
a
du
2e ab literarum aequiatrium; pures adhac prodeunt variitiones
e 
122
a22 B.
la
epa
eF. Hic permulando R et
product ex abaeeut
habemus aduc unum casum secundum, permutando c et d fertium permutando e et f, quad tum;
ex gr.
e
ad
B0
ab
permotando simul a et b, item C et d, quiatum permulando simur a et b item e et F, sextum, permu
e a et b Cet d ext f
laudo simul c et d, itam e etf. septimum; permulando simul b
aL
41421V
octavum. Et tut modis p prodit a bcd ef ex abC e in bdf, aut smllibus en  abstrable
∞2
ex a b.. C C in
aabc
isa
1b in bcd
dat bCd
ad lco
ab in b2d