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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 219, page id 00068192:0219
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media; estq3 (ut suo Loco a nobis
ostenditur) Longibu do vive cen-
bri graritabis figurae ipsius
mobilis, quando omnia mobilis
puneba tendunt in easdem
partes
Definitio. L.
SDASLDND AMMOBLLIDeR
OVRSVM Seu SR 6dVS est
factum ex dueburoLuminisquo
quod occupat mobile in Longi
tudinem percursam.
Hoc spatium coincidit siu
figurae anobis descriptae quand
durante motu unumpunctum
mobisis non succedit in Locum
alterius, d Linea à quovispun-
eto mobisis descripta eundem
semper ranqulum facit ad mobile
unde etiam eocasu via mobitis
seu figura descripta i mobili
mensuraripotest pervium
centri gravibabis in magnibu
Dinem mobilis ductam; sedinatii.
casibus non coincidit via cumbra
ctu seu spatio percurs vanobi
hic definito.
definitio 6
A
CONSPECTUS PHoRomerNIq
DG
SSASROME
es DereoDes
DEnr.
Definitio1
MOLC SeV QVANdI
CFBC
MAdeRc. est factum exdu
etu voluminis seu extensionis ma
teriae, in densitatem seu materiae
intensionem.
Ut si mobile extensione,
seu vosumine sit alterius triplum
intensione autem materiae seu
densitate rel graritate specifica
sit ejusdem duplum, tunc moto
seu quantibate materice (in qra
ribuspondere) erit ejus sexbu-
plum. Ouantitatem autem ma
teriae intelligo ad rem facienbem
ebsi non repugnem, imo arbitrer
petius Leviora seu rariora esse
spongiosiora s’in eodem volumine
aequalem semper esse materiae
quantitatem computata ma-
berca quadam insensibili poris
interfsuente, sed quae nunc n
pOn
anobis, consideratur, quia motus ejus motu
mota mobilis proposibi non condinetur