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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 23
# Folio 3v, page id 00068236:0006
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pag. F
Cb e  laequ. 0.
b la aequis a-
a 2b aequio. a eb aequis b df aqu..
a +ba -bbaguo a vb aequo. a - l b aequ. C. b -mc aequ. d; c - n d aequ e. d - peaequ f
fiet a aequ c +lb. baego dame eaequ. et nd daeqo fApe.
a aequ et ld + lmCqu a equ e
a aqu. lb +c b aequ ime td eaequ ndte daeqo petf
Caqu npe tnf + e seu tnpre +nf
b aequ. mupe + maf +me +pe +f seu baequ. mapj e mnjf
m p
a aequ. lmup e + lmuf + Im e, + lepe + lf, + nde +nf +e m
m
a uqu 1b + C aequ Imca tded equ lmndne ladete +dego tumpet lung lunet luper s terser
a aqu 1b +C aequ. lmc + 1d +c. aequ. Imnd +m e+ (d + ud te equ. lmmpe +lmuf tlme +pef +nPetnf + C
a aego _ lb + 2IbC + C seu a aego lb + Elndb + red, et pro d substituendo petffiet
ernd adtundere
+2lC +ende
 et
ae aequ lb + rnpe b + repe p le sed praestat omnia potius resolvere in b.
+2In5. x pes
+2lC
+ nesi
+Enpele
+rnffes
+e
ataque sic foret procedendum ponamus a esse
cognilam, erit L tb b incognitam fier
1 b aequi a lbaequant baequ a
Im
aequ  ergo bequ Mcff + d. Ergo a = = aequ merd adeoque a - caequ lm C + Id
Um +C
Habita jam methodo satius erit cuncta in numeris peragere.
_ 106 1 sA aequ +b. 54.
 2 + a3. 4 aequ. 12.  4
faciamus a. 225. b. 157. C. 68. d. 21.
fiet. == l aequ. 1. maequ. 2. n aequ. 3. paequ. 4
8
C, 5. faequ. 
2 1 aequ. 68 - 2.5 aequ. 4.5 +f
23 2
225 - 1. 21 aequ 1. 2. 3. 21 + 1. 2. 5. + 1. 3. 21. + 1. 5
Ergo 21 aequ. 225 - 1. 2. 5 - 1. 5 aequ 4. 5. f
1. 2. 3. + 1. 3. +1
1
l. 54 + 210 s
9 p10. 10
600 f2. 40 3. 100 4. 25. 5.5
Eg sit 225 maxima eademque incognit cognita, reliquae incognitae.
Ergo 68 aequ. 225- 1. 21 aequ. 3. 21. +5
1. 2 + 1.
Im + 1.
5. 302400. 6 59400 7. qeoa 8400 95100
14 equ 2. 68 + 21. aqu68 aequ. 3. 21+ 5. 21 aequ4. 5 +f
157 aequ 225-68 aequ268
eodem modom
alu Ime
ergo c aequ. a - ld. ergo b aequ. e lmatt a - a + ld aego ma+d
Im + 1
2a5equ. 1. 157 + 68. baequ2.
157 Rqu
Caego et b  d. ergo laequ. a b + d ergo Caequ. a- b
in
Ergo fagB.  225 - 1. 2.5- 1. 5 aequ 1. 2. 3. 4. 5. + 1. 2. 3. f +1. 3. 1. 5+
ergo 5 aequ. 225 - 1. 2. 3. f - 1. 3 f - 1. f p) C. 
1. 2.34. + 1. 3. 4. + 1. 4. + 1. 2. +1 BRC
375
25. 5. 15
300
a aequ 1b + C
+2
de
1 2
49
41 1Er 21
7
n
225
P+
245
5+0
15. 7
7
3+
157
. 5 + 1. f
227
10
215
2721 49
68
+5
157
su