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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 99, page id 00068192:0099
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Propositio familiariber ita
ita enuntiari ostendig potest.
effectus movendi Libram unam
perpedes duosores) est duplus
BripLus) effectus movendiLibr
bram unam per pedem unum
et actio morendi Libram unam per
pedes Duos (tres) hempore duorum
brium) minutorum est dupsa
actionis
bripsa) effectus movendi Libram
unam per pedem unum bempore
unius minubi. Manifestum 
quantitato
enim est in gravibate composita
bis terve) repeti simplicem, quae
est mensura (per Defin. 2. XZ.)
Ib aque composita quantitas
erit ad simplicem (per def. 1) ut
numerus repetitionum ad uni-
tatem. Et constat ejusdemreso
citatis esse percurrere unum
Dedem tempore unius minutis
percurrere duostres) pedes
empore duorum (trium) minutoru
velocitate,
(per prop. 5. cap. de mobusae qui
distributi s uniformis)
prop. 2.
Si dixersa mobisia moveun-
hur perLongibudines aequates,
effectusmotuum formales
erunt ut mobilia quod si praeter
ea V VeLocitatum gradus sint
aequares etiam actiones motuum
formales erunt utmobilia
sint mobisia AC XL. Ptran
Pata per Longibudinem 1A 2A
vel 1T. 2F. unius pedis aequasi
velocitate seu bempore Tunius
si placet minuti. et mobisium
mensura sit Libra e mobit
q
eso vatur in Libras siphacet
duas, AB, BC; mobile auteml. P
in Libras tres L.M, MN, NB,
habemus in ipsius AC motubis
repetitam mensuram actionis nempe
habemus Libram AB bransLatam per Lon
gibudinem unius pedis tem-
pore T seu resocibate unius
gradus per defin. Z.) et rursus
S
Libram BC Dimit iter inmotu
ipsius T. P habemus mensu-
ram actionis quediemensu
mensuram
AA quonuumgrA
C mm2C
It quimumq L
1MM n 2M
Naount
eA
mm 2
 terrpore aequali seu
velocitate eadem
per longitudinem
unius pedis translatam.