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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 15
# Folio 16v, page id 00068033:0032
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quadraturis reduatur, ad figuras
communes.
s
Quadraturae autem
et serres infinitae eodem recidunt
et possunt omnia ista utiliter revocari
etiam ad periodos decimales seu
reguras charactevuus continuandolum.
d
Quod
Las
d
prprie de
posite tam
2
posito b esse constantem et iL
esse inconstitantem inveniri
L
potest, ope Tangentis logarithnicae
Sed difficilius videtur idem
decenminare cum
d
est
quando tam X. quam
videndum an ut ex priori
videndum quae sit curba
X aequ. b.
m
esse ipsam loganthmicam
inde X aqu b
haberi potest ejus tangens.
L variatur
e
duei possit
Imo jam video
Ergo
et enim
Ihinc jam
quic at huo tangentem quaritur d tungens hujus
3
3
Querauu
a aequ.  uit faqu.2
-
 4
X
C
L 4.
X+
cc 3.
2 4
 id est quaeramque 3-4 +4-7
est autem 3-4, seu -X +XYB aequ. X ax et X- X aequ.
2+1
 dat
dx seu X- X ego ex2 Ergo d aequ.
C
aequ. N dx + dx Z idest posita x aqu. E. sed an
lccat cidendum