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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 32r, page id 00068195:0063
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 33v); this page is its right half.
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d’X + 3dd f XX + 3f5 dX + f aequ 0
= a a XX = 2 ab X A. bb
peus e  L bbl-ce aequ.0.
ob termigus secundos
c
companado fietl: h aequ. 1dd aa gd 3d - aa - gd
ob terminos verd tertios. dl + 3dg - aaq - sgd aequ 3+ fd- 2ab
et fiet a equ b aequ 3Hd - 1d - 39d + ggd + ag
Ego bb ago q dd + Udd + 999dd + gedd. B. 6 fted - 18 ffgdd - 6. Aggdd + 61 gota
aa
L ac d + 3Ag - 19-399 + 9
d0
et fier:
3
35 2d + u dd (g ggdd + g 20d - 6ff(od- 18. fg0d (6. fgged + 6lgod - og de
aa
 caeqe d. = aa 9d - 3H3 + (9) + 3995  = c aq. (9l.)
dd
dua gqua
2d = aa 94 + 399 Eex + U1dd - 6f ldo +6l9dd aequ. c.
aa
X3- yy aequ. c
 c
a XX + byy + cXy +d X + e y + f
l X + my +n
la XX 1tbgu +l. XyrtdX te g 1f
l. d+ maXXI + lb XYy + mb V F IdXX + lexy +mC y) Al s X+ m f)
+ lc ... + mc...
t m
+na. +nc.. + nb.. And. + ne. +nf
2at + na XXy +AB XHu Am B G +Ad pe AEXu + aC Vy a des X erpy a
+
+ AK ... tnk . . . +ra. + d.
age
dkx+tax + C
sit dx + 9
d. X + dLN + 4LX
70
godex + gh X + gl.
1t deaego gga
seu ld aquga
trK. +rB. AYS. +rc. 219
X - yy aequ. 2.
pro apone: rert
5 111. 5112.
122 B. 212
112 X. 212
0
521
C. 22
20
c. 40
SIX L SIIZ XXyHSIEEXGyFSruI = 5VHS I2Xy + 522yyF Si Xrrrgusa
les
2X
aequ.
3L.NIX. +3Z , XXy + 3LI2Xy yF 32. 122) 7 31. 11 XXH 31. yF 321I vy f 31. 10X 152. 10t 
132. nXy
+3L. W2XXy +3212Xyy
+30.lp  .   10. my 30. 1912o1 1y 1 ea
412IX 142. 211 Xry +4L m Xyy + 42. 2U1 721 2XxYHI Xry +2 32 Yy ta1. 20X n 20y C
+ x +A2 2Xy
decem + quiuxx + G0. INyt 40 ugy +402 1 XNo 31) 42
+ 4t 1. 212 XXy + 42. 212 Xyy
Comparanda Terminos terminis habentur feptem aequaliones e quarum
opent inveniantur sex literae quaesitae: 2 3 31. 32. 30.
ut 1. 42. 4
adhibeontur primum sexul posteriores aequationes comparatitiae, et valorisqus ipsaum
harum sex liberarum repertis, substituantur valores inharum quatuor literarum
71. 33GC1. 42. in eorum loco in quatuor residuis aequationibus comparatitus
1. t 2
e
es
e
oaqu
uaequ