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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 64v, page id 00068199:0128
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propesila Ergo
lut
s
l +a
lantum
fere = XX y-SCimalus
XX4 aC)A
u abxuta
= XK
e en etfiet fere y= in + ulmn: Amm+u)
seu confere = am+lmn, i amm + ln = (M) ejus
quadratum mm, 16m2+ 24mmln + gulnn, ilbm + 8lmmnella
auseratur ab mm+ln, et fiet: Hm
fIm + 8lmn+ mmllun
 + gunnum +bn
+16IMM
(m- 24B In=gunamm
   vnnan. apundem
ita
er
1bH
errer primys
= I(n)
16m +Ebin
+8mm+lr firt y seu = (m)
2∞
am +2mu
e
ammaln
am LZlin
ommeln
it error secunda ert
V
 3l
a
Qu
24 4M3+ 3mn 2i
se
() Al()
1b nct 8ntum llis.
6ma2m n+ glnnum L L 1
a
ibm4olmmtllun
lmn +OL mn
ammuln, ibm, 24lmmn
+llnn
un 
(M) (2) (n
t
amntin
a
e
t(n (m) (1) ta)
videnum explicando aut  (ab(M) +_ ()
1
s
Hoc etiam proderit ad quadraturas, ut ex irrationalitus
ablatur sertgressus
e
tiantrationali in si sit (X++ abXX + C
potert esse
e 4abxa +aabb=um et c Laabb = Cn,
el potest
at
ee x mn et abxa+c n, vel potrites
aum et abex + ∞
 Emmela= p. licc erros primu
C
ap
quam arcumem sit
ln E
 
47
2  Jho R
s