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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 169r, page id 00068195:0337
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95)+ =L 4 2a l + apC
X2 +19
Resumatur aequalio saperior inde ducentur aequationes particulares:
br +a -h. g⊓ - Par  hoc est + ah Zh + l + 0 ar, , 0t as
220d oV.
item 8 = 480Y + ap 0Y
Atn sic
89
2∞
17 Sray 4 + 2ah + ay + a t 4 2a hy
+ y - y+
Unde  + a y + 2a V +hah 1 29B ec quadrando
+3 + 2at ... +at y2 eODY + 207V + 2 pyf
-2b i.
v
Une br - 2a + 1a t (4
et fb  = ar
D...
+ 49
Ande g  - a r el F asu qughgi pat  9+ 4 ap y aer Y as
afrah
Pap = ag 0 a 5 + 49  unde O a  - 80 apg + 169, 0 a g
20 An sic g + 5 2bq- y +
A. 402∞
F sut D5o, erit be D. rag + 2ahg. habemus 9 e aer
li
conferendo etiam priam  feastim
duos valores ippius Q atterum absolutum, alterum ope g explicatae, alterum C,
implicantem. vocnto pure valire ipsius, C, et ipsius  in venitur valor pujus ipsius h,
ope vel ipsius certai, vel ipsius allimi termini, quia ilei duo, termini coincidunt, seu producunt
dander valorem; jam eumi us usi sumus. habito valore ipsis h, habetur valor iphis B C.
Subus -y a V  Tray + a y + _C + si et quadrando
2by - y = l = ray + a y - 1 = lo  2lc   2gA Et ordinando:
2a - 10 Y
t~
lc
2
20f
+. Et quadian
t
Retocto ido teum no
12 2sgus
dyt 10Y4 10Y + DF3 +  1a
+3..
-89 a1.
bndatn. Dra D D7n B 449. 0
griosars. Ego OLe O Las
a Y i 9Y B netar
M - 212
t
n 3 hy. ali
1
=
ab 3
 idta
apt
89b. 3k