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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 10, page id 00068192:0010
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composita AB ad DE, Si BC ad  3.
sed (per praecedentemductussunt eo
dem modo.
.C
Prop. 5.
nun
s
si duo quae invicem ducuntur sint
unum utbasis al terum ut altibudo,
ductus est ut figura super basi ejus
dem abique altibudinis.
Ut si sit mobile L. ad mobile. Mut
basis AB ad basim DC, e gravitas spe
cifica mobilis L. ad gravitatem spe-
cificam mobilis M, ut altit udo AC
ad altitudinem C F erit pondus L. ad pon
Dus M, ut figura ABC ad figuram DE
DeF. Nam ut ductus sunt(perprop.
Z.) in ratione composita eorum, quae
invicem ducuntur; iba e figurae in-
ratione sunt composita basium esi
altitudinum.
Sales figurae sunt resplanae,
ut parallelogramma, vel solidae, ut
parallelepipeda, columnaria, autcy
Lindrica.
Prop. 6.
aliquod
si plurium series in unum recipi-
ens ordinabim ducatur, ductus estut
figura scalaris composita ex omnibius
rectangulio
rectangulis quorum asbitudines sint
ut termini ipsius seriei, bases rerosint
parbes rectam constituentes, propor
tionat es partibus recipientis.
Nam si gravis AC parbes AB,
BC, C D. De, sint proportionales 
rectae F. M partibus respondentibus
FG,GHCSL, L.M, e utraeque partes
sint constituentes sui tobius, sintque
ectae F N, G0, FLG, L.D, propor=
tiona Les gravitatibus specificis
cDE; et
partium gravis, AB, BC,  orit
(per propos. 4.) rectangueum quod que
ut N FG proportionale ponderi
partis respondentis ut AB ergo 
et F NODRS M figura scaharis ex
omnibus rectangulis composita, ipsi
ponderi gravis AC proportionatis
erit.
Proio.
lisdem positis si nulla sit pars re-
cipientis, in quam non varia sint ordi-
natim ducenda, huncfigura scalaris
abit in isogonium curvilineum du
ducbui proportionale.
Ub si quae fundo C propiora sunt
in gravis e ponantur esse graviora
utiq in quavissectione ut JV. diver
diversa
1.2