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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 5
# Folio 55r, page id 00068255:0109
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Verum quia non semper datur praedalentia literamum; ideo
cogitavi an non posset nihilominus haec methodus sset universalis
reddi. Considero enim aequationes Tabulae semper esse veras etiansi
sal C
neglecta  dispositione praevalentia literarum conringeret.
subiade quantitatem in columna esse quantitatem negativam
C1
Cnsed quia eorcasu non potest esse nisi - 1. nmranto
nam +D, vet = 0 est idem: Ideo consideravi nos secupere
quantitateni conversuros in affirmativam ejusdem mocis si
habitures
sumamus ejas quadratum A sive ipsa negativa sive cofirma
tiva sive nihulo aequalis sit, si modo sumamus ipsius quantitatis
quadratum. Solis ergo quadratis oviq conficiomus, neque ut in Merhod
generali priore ad altiores semper atque altiores multiplicationes
afuagemut pr a, an C, dde etc sumamus
11  13 14 is ete, 
verum res non ideo sacceedit, etsi enim columna maneat ejusdem
AHE12 =. (d = 1) - n ∞e = (2 ( +1 +  ∞ 2 v
molis tamen non manet aequatio ex. gr. a+b = a(a-a+b
id verum sed non oideo (nisi in casu praevalentiae literarum observatae
fnet a +b = a. f. a +b-2ab, seu nisi b praevaleat ipsi a;
nant si ponans a esse 1 et b esse o non succedeto nam
.fiet 140- + )1 seu 2 + 1. quod absurdum. 4
Eergo  ad utriversaliter res succadat, dicendum a
a +b = ab I a a+b - 2ab, et hini derivanda theoremata
ut in Methudo generali
sanet si genecalem aliquem amcmerum
ut aiea b c d CatB)d
ut ex d (cIbIa multiplicare velinus per numerim datum ut IC, seu 3
ad habendam proprietatem generalem
Ternarii, fiet nihil de praeva-
da tentia literarum constat, itaque opus est Meqodo
gnerali.
Vidri
coefficientes binauniabe
aequales sunt o
Hic omnes 
et similiter exefficientes
omno
67
tengopum qua termqe
28 36 45 1.10-290 +2
1b.  120 20 -14. 19
15 - 4. 6
15
1525
15 F4. 6 +  10 =
1.21 - 2.35 + 2.35 - 4 .7-
Irct
1. 35.- 4. 21 + 10.7-280
8 +2. 70-4. 2
es tone
+ 23-256 + 2. 70 - 4. 28 + 8. 8
+ 4 - 2. 8 +2.10. -4. 4
- 4 +5 - 4- - 225 +64 -q
+ 10 -4. 56+ 10. 28 - 20. 8=
18-32
0
tum
ta ne
rab
Frabe
+ abcd +2aled
dabide
Oded et) abede
aeuldes
+a = a
20 abcd 9)
286a.h 4e0
-2ab
+4abc ese
gabed
+baldo
gabedes
16+ abcd et9
12BabidetgsZ
4
41 5
10 5
2013)
6 21 5b 126 252
120 a
35 10 12b 210