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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 188, page id 00068192:0188
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s mobisia seu moses sunt in ra-
tione composita voluminum dden
Silatum (per prop. 3. capitis de
quantitate materiae) unde ha
betur propositum.
Inspiciatur figura defini-
tionis 2 patet mobilis rectaeMB
circa suum extremum Rimmotum
notae volumen extriberi per Lon-
gitudinem rectae LB, densitatem
per BN Dimidiam ipsius 2BF; mo
Lem seu quantitatem materiae pet
triangusum ABF seu per rectangu
Pum exvosumine in densitatem
ABN; rigorem seu intensionem mo-
tus perrectam CF. SeurAzA, im
pecum per poramidem ABDLF
seu persolidum prismaticum nempe
1A3ASBMF ZB sub mote ABF ∞F
vigore CF ves ik ZA contentum
unde impetus per praecedentem.
sunt in ratione composita mobi
Lium seu molium Prigorum seu
intensionum motus seu deniqe im
petum representari per rectanqu-
sum solidum N2BIA3A sub rribus
rectio
rectis angulum rectum facientibus
Y
Vosumine AB densicate BN vigo
2AhA contentum.
dpOP.
C
Si densitates sint aequates,
imperus seu quantitates motuum
sunt in ratione compositaroluminu
seu extensionum mobitis di velocit
tum ejusdem mobilis.
Nam si densitares sint aequali
impetus sunt in ratione compositu
Voluminum et intensionum motus
prop4
(per deshic) et, si densitates
sint aequales intensiones motus
sunt ut velocitates mobitis (per
proposit. 2. hic) Ergoimpetus
sunt in ratione composita volu
minum d vedocitacum.
ara
L aec propositio jam recep
est apud asies, qui impetum seu
quantitatem motus magnitudii
mobitis e velocitate aestimant.
generaliter
Itaque (si mobitecujus magnitud
representatur recta ABferatur
relocitate representata per recta
fune
LA 2 A, vel 1B2B impetus seu quai
titas motus (momentanci) seu summe
velocitatum
 etsi eam solum modo de motu
aequidistributo accipere soleant on asueti
atiti velocitatem quandam
certam mobili astiguare, cujus
neu
puncta diversis velocitatibus
moventur. Aobis autem genemliter
Quod nos facere, et propositiones
vulgu de motu tantum aequidistributi
itellectas, generaliores riddere
opera pretium
dreximus