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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)
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LIB. V. DE RESISTENTLA CORPORVM. SSI
momenta, rarione relistentia, lunt tione, ex reraque compolica prae-
in duplicara alcicudinum, permu-
tando, ioicur momentum B eatione
rellitentia, est quadruplum momen-
ei B; sed A est dplum B, Patione
prilmaris, igieur si ex quadruplo,
derrahas duplum, Cuperest adhuc
duplum; igirue momentu B, est
duplum momenti A, igitur momen-
ca horum pritmacum, Cune ve alci-
cudines, permurando. id est in com.
Polica, ex duplicata alcicudinum
permucando, et ex simplici rarione
prilinacum, vel alcicudinam, nOn
permucando, dixi praescindendo ab
appensis ponderibus; quia (I haec
cantum consideres, e praelcindas,
a pondere prilmatum; momenta
Cunc in duplicara alcicudinum, per-
mucando; ve constar ex dictis; si
verd veraque coniungas, procede,Ve
Tupra.
PROP. X
Si prismata sint ejusdem longiin-
dinis, sub diversa, cum altiudine,
tum latiendine, praescindendo ab ap-
penso pondere, momenta sunt in ra-
tione composita, ex ratine prismatum,
vel basium, es ex alia composita. tum
ex duplicata alcieudinum permuran.
do, cum ex simplici ratione laticudi-
num, etiam permurando: FlXC PFoP.
constar ex duabus praecedencibus;
cum enim polica cancum diverla
laricudine, nomenta sint in compo-
sica lacirudinum permurando, et
lacicudinum non permurando; per
PcOp. 38. ex polica tancum diverla
alticudine, momenca sine in com-
polica ex duplicara alcicudinum,
permutando, e ex simplici alcicudi-
dicta;id est in compolita ex ratione
ponderum, non permutando, ee
Felistenciarum permurando: Si au-
tem pondus appensum rancum con-
Cideres, Pralcindendo à pondere
prilimaris, momenta lunt ve resisten-
cia balium, permurando; hae pOrro
Tunc in compolica, ex duplicata al-
cicudinum, ex simplici lacicudinumi
re patet, ex dictis Cupra; si demum
recumque pondus, cum prilmatis,
cum appenlum coniunsas procede,
ve supra.
C OROLL.
Ex his colligo, primo, ita posse
componi lacicudinem, cum alcicu-
dine, ve relistentia vnius, cOm-
Penser relistentiam alcerius; ve pa-
Tet; dixi FCLIACMEIAS, HON IMOMeN-
EA: QLA COMPONUNEUE, TUI eX
ratione relistentiarum, Permutan-
do, cum ex ratione prismatum,
non permutando; nempe polta
eadem longicudine, led diverla, tum
laricudine, cum alcirudine, nunquam
Possune adaequari iInOenta; sc
enim r. g. dupla alcicudo, v. 8. pris-
maris A; _ B, Subdupla; SiB, AE
eadem lacicudo, momentum B, est
duplum moenei A, MaIm MOMEHEA
Pune in duplicaca alcieudinum per-
mucando, catione relistentia, de
ratione prilmacum, ve alcicudines,
non permucando; li aurem sic dupla
lacirudo B, tancuin decrelcie mo-
mencum, ratione relistentix, quan-
cum, catione prismaris creleit; ioi-
cur momencun prismatis B, qux-
cunque sic illius laticudo, habet
num, non permurando; per prop. Semper eandem rationem ad mo-
39. Certe si ponatur veraque diver- meneum prilmaris A: Flinc omnia
la momenta lune in compolica ea prilmata, eiuldem longirudinis, e