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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 534, page id 779782283:0620
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PHXSLCE TR ACTATVS II.
dem, quetenus comparatur cum re. brium; nempe pondus NV, non tan-
Lictentia N, per deF. 3. igitur mo- tum relistie ratione motus, quo ab
menta lune ve rires praedictae, Ceu Pmoveri debet, led rarione molis;
actiuitaris, seu resistentix, _c. sed igitur si quancum relistentia N, de
Ha LUnE, DE aECUS NO, FO; hi CTCLCIE, InFTA F, FALIONC IOTUS, CaN
veco, re Cemidiamerri, vel distan-
TIXNM, MF; igitur in recte, mo-
menta Cunt re distantia, a commu-
cum creleat supra F, ratione molis.
_ ponderis, Certe LCIAMCE aequa-
litas momentorum; aegui si pondus
ii Fulcro, quod erac demonst. N, SIE ad F, VEMF, 2d MIN; d
Elinc vides, corius negorii Cummam
consistere, re morus imminuatur,
nempe Facilius minor mocus impri
mirur, quam maior; igieu in ea
proporrione, imminuicur relistentia
mobilis, in qua imminuieur io-
cus, quod centies tere recantaui-
AIIS.
COROLL.
Elinc multa colligo, qua ad re.
etem perrinene: Primo, data quae-
libet pondera equalia, in ea distan-
cia collocari polle, in qua momen-
cum rnius, habeat quamlibet po-
Sulacam proporrionem, ad momen-
MOTUS NY, ad IOEUIM F; VENM,
ad MF, sc huiulmodi compenlatio;
igirur momenea erune aqualia, per
aX. 2.
Tertio, hinc re pondera inae qua.
lia faciane aequilibrium, debenc esse
re dictantia, a communi Fulcro,
permurando; v. 8. sic pondus du-
plum alterius; appendaeur lubdu-
plum in C, ∞ duplum in N; Sic cri-
Plum in N, appendacur Cuberiplum Fig 18.
in D; Cc quadruplum in NI, appen- Tab. 2.
dacur subguadruplum in F; de lub.
quincuplum in F: hoc iplum de
monstrant aliqui, hoc modo; sIE
cylindeus AM, pendulus ex linca
tum alcerius; sic fulerum commune LO, Funiculis AL, OF; suctineatur
M. e pondus quodlibet appensum
in H; habes aliud pondus aequale;
ris aequilibrium, id est momenta
xequalia, accipe MB, aequalem
MII, e appende cuum pondus in
B; vis momencum duplum, accipe
MC, duplam MNI, de appende in
C; vis criplum, appende in D; qu2-
druplum, in E; quincuplum, in F;
arque ica deinceps.
Secundo, data qualibet distan-
riarum proporrione, pollune per
inaequalia pondera, adaequari ino-
autem LC, immobiliter in l, equi-
dem ( dinidaeur AF, in C, bitarIaIS
e Culpendatur, Funiculo TC; eriam
decilis Funieulis AL, FO; Cylindeus
Cabit in aequilibrio; hoc enim po-
Rularum omnes concedent; at s di-
vidacur cplindeus in D, d HlODO,
verumque extremu suspedacur dini-
daturque DA. BiFariam, IM B, aMHCXO
Ato BI; ireIqNEDF, in E, annCXO
FlO FFL, cuncque decidantur Ala
AI, CI, DO, FG, cerre Lesmen-
cum AD Aabic in aequilibrio, icem-
menca; v. 8. Cuc proportio distantia- que DF; icemque DV; igieur ( Cu-
ZUI NM, MF; momentum F, est
ad momencum H; Cuppoluis pon-
deribus aequalibus, re MF, ad NIM;
 vero pondus N, Cic ad pondus F,
Cineatur L.C, in medio, Legmenca
cylindei erunt in aequilibrio; Lec
Pondus AD, es ad pOnduS DF, VE
LIL, ad RI, re constat; nam CL e
nC AF, 2d MEI, cum eric aequili- _FL Cune aequales; igirur IH Xqua-
534