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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 15
# Folio 28r, page id 00068033:0055
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# Lines: 58 recognised, mean confidence 0.85
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Martii penult.
1679
vlutio problematum per
caleni
adde circansum
cogari rmcam
et sd
infiniti gened Cogmrilhmis totorum extonanthurx pantum
ejusdem dier de quadlaturae possibiltate vel impossibilitate
V
quaetur
aequ. a quantur V. 
numerus scilicet cujus rectangulum
sub suo loganimo sit datum
eut
V+)a nonatur a aequ. 2. et
D
habebimus vas aequationes unam v aequ.d.
quae est ad loganthmicam
alteram a
ad hyperbolam. itaque intersictione
aequ..
logadithmicae
et hyperbotae problema erit solutum
sit aequati
et.
X pX G9. aqu. 0
X LX YI. L L.  pX + 9) intersectione
torum cognrithmicarum solvetur sroblema
ilemus si esse aequali
sit qualititas data
aquatu haec
quaratur linea
Y
4
PX +a
+ pX + g. modo
sed et alite
X + V.
X+a X + b, X+C aequ X+ ++ in X+n
L X+a
Lxec a
cLa
pusus LXra  VL
XaA
 X. a Y (  X
fier X +1 H et X- 17
A A
et luta
Je La
X
ponatur a p 1.
 notu Alsi ponas a11.
ideo fit ta sit La. aequa0. nec tamen
u
1d La aequ. 0. alioqui feret X. 4 1.
Logarichmus Xta ita exprimi non potest
alioqui quaelibet curva posset exprinci per