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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 579, page id 779782283:0665
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LFB. V. DF RESISTENTIA CORPORM.
4. Sed in gratiam cyronum, haec
5. Tlinc Suxposico codem, e
brenirer ad calculos seduco; sic aequali momento, in duplici Ful-
DI, tripla CL, SE pondus F 2. lib.
d C, aequale; igitur collectum F,
C, 4. libr. AE CollectUIm LI, F, 4.
lib. aequale Scilicer collecto O  F,
_E CIM F, SIE ad EI, redistantia,
permutando; id cA vr CL, ad DL,
id est vr 1. 2d 3. Cerre tatio pon-
derum F, F, est =. eatio veco di-
ctanciarum, a Cingulis Fuleris, id
CADA, ad DI, es =. ( COmpO-
natur vreaque, erie =. igieur mo-
mencum B, Cs ad momencum F, Ve
4. 2d 3. id est verectangulum Cub
CAD, ad rectangulum Cub CID:
FLINC CUIM SIME duX CXFFCIIEaLeS
D, _ C, e duo Fulcca, A, _ I;
compone racionem distantiarun
DA, DI, ab alcera extremieate D,
ad verumque Fulerum; cum ratio-
ne distantiarum C A, C L, ab alFCFA
Scilicet extremitate C, ad verum-
que Fulcrum; de in rarione compo-
lita, habebis LacioneM MOMeNEO-
LUM, F, BCF; _ CUIM IMOmenEuM
FI, SIE aeQuale IOMeHEO F, X C,
momento F, habebis carionem mo-
meneorum, quam habent ponde-
EaFG, 2d pondera FFL; POTILO
quod cam haec, quam illa, aequale
Ponderum collectum Faciane: pari-
modo habebis rarionem momenti
Ponderis LI, ad momentum C; nam
pondus G, est ad FI, VE AD, 2d
ID, id est in ratione =. distanrix
verO TuNE VECA, ad CI; id est in
ratione =. compolira erit =. Ilinc
vides candem esse rarionem mo-
mentorum, cum ca de qua supras
igicur supposito aequali collecto
ponderum, _ poltis diversis Ful-
Cris IOenCa TUNE DE rectan-
gula, Cub q. distanciis, ad veroque
Fulcio.
cro, collecta ponderu, (UInE VE LC
etangula sub 4. distantiis permu-
tando, re Cupra demonstratum est;
Suppolitis vero aequalibus collectis
ponderum, e duplici Fulcro, mo-
inenta Cune ve rectangula (ub 4. di-
sanciis, non permutando; quod
nescio an quilquam tactenus de-
monstrarie: Elinc Cupposico Pem-
per aequali momento, ponderum
collecta crescune, in infrnicum, de
eo magis crelcunt, quo fulerum
Propius, ad alceram exTremitaTeM
accedit; COnETa vero Suppolico
sempet aequali ponderum collecto,
momentum decrescie in infinicum,
coquemasis decrelcit, quo proxius
ad alceram extremitarem Fulcrum
accedie.
6. Ex his Facile haBCNEUF Fa-
tiones momentorum eiu(dem pon-
deris, appensi, vel imposiri in di-
versis puinctis, ciuldem cylindei
duplici Fulcro, ad veramque extre.
mitacem innixi; sic enim v. 8. cy-
lindeus AD, innixus duplici Fulcro
AC, SIE POndus K, in F; eum dein-
de craducatur idem pondus in L,
cum in EI; dico momentum pon-
deris KL, esse ad momentum L, ve
rectangulum sub BFD, ad rectan-
sulum Cub BFD, _ ad momencum
HI, verectangulum suDBED, ad
rectangulum Tub BOD; _c. si ve-
IO LupPONaTuE idem MOenCu,
Scu ris pugnans, contra relisten-
tiam, cum in F, cum in F, XC.
Pondus I, eA ad pondus L, vere-
ctangulum, Cub BFD ad rectanou.
Ium lab BED, aC. hac omnia COn-
Ctant ex dictis num. 1. 2.
7. Ilinc dato quolibet puncto.
in A ale Poleu; APlaut 
Cc
75