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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 4
# Folio 22r, page id 00068217:0045
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d
s
= (V)
quinquassecto
frisectio
bisectio
ata
bx
+ e,
10
 
comparanda datae
X FqXE rN + sX + tX + W aequ. 0.
ubi ope y. b. c.  V.
solvi potest
institui potest comparatio. D invenea sumatur
pro
unitate constructionis quo facilius
inveniatur sed et si
furbaret
Vdiameter
possemu aequatione
taulsi
sd soc mastum quod yinvenienda per dppet e
arbitrariam
ope ultimi
plicare per caremus adhuc puna arbitrarise
termini sumendo
seu drametum rel
semidiametrum esse unitatem eam
invenire eam Tarbitrariam pr
ultimum ter minum, unde caetera separa
fini nulla invicem perfurbsatione
enveniuntur Imo subest aliqua difficultas quia u
invenitur per b et e et haec per Y. S. adeoque 
per hanc gisam arbitrariam radices multiplicantem
Sed deprimitur valde quia W. bi et dividi
possunt adioque ab aequ. descadetur ad senti
gratus desondetur ad aequationem
inveniendam istam arbihariam
ie
htis
ad
omisson
hisectione et multiplicatione potuessemus sic
∞3 X 5y XB + Gst X 
rck
 aequ.0
(∞2)S
inu non sic
quia Y contra
X ++ 15 aequio
2
evunestit
satius Xn
lequx ponamus
 ese nondio
datu, sed chorum
dg quantitate aliqua anctam, ita id inpedietur terminum X
e