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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 549, page id 779782283:0635
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LTB. V. DE RESISTENZIA CORPORN.
DR OP. ZZ XIV.
Si prismata sint aqnalia, sed di-
versa. tum altirudinis, cum loncuu-
dinis, sub eadem lacitudine, momon-
ea sunt in ratione triplicara lonsitu-
Fig. 24. dinum: SinE priLInaTa DB, DF,
Tab. 2. aequalia, lub eadem lacicudine, sed
Tub diuersa cum lonsicudine, cum
alcicudine; es aurem alciendo CD,
ad alcirudinem AD, re longicudo
DE, ad DG; hoc estlongitudines
prismatum aqualium, eiuldem laci-
eudinis, lune re alticudines permu-
tando; eiusdem vero alricudinis, ve
lacicudines permurando; hoc poli-
co, sint pondera aequalia appenla
in C, _ in l; momentum G eA ad
momeneum F, catione lonsicudinis,
seu rectis, Ve OD, ad FD; rarione
vero relistentiae balis, in rarione
duplicata alricudinu AD, CD, per -
ucando pet PFOP. 3T. nuI. 5. hOC
est in duplicara longicudinum; cum
alticudines sine permutando, ve
lonoicudines; Scilicet in hoc catur;
isieur momenta 6, de F, Cunt in Fa.
tione compolica ex duplicata lon-
sicudinum, de ex ratione simplici
carumdem longicudinum; sed haec
549
quae est ratio vectis, cum ex duplicata
alricudinum; permutando, rum deni-
que ex simplici ratione latitudinum:
Flx dux vlcimae pecuneur a relisten-
tia; res constat ex dictis; nempe
relistentia, Cune ve lacieudines, ea-
rione lacicudinis; de in duplicata al-
cicudinum, ratione alricudinis ba-
Cum: igieur resistentia lunc in racio-
ne compolica, tum ex duplicara al-
ticudinum, icum ex rarione lacicudi-
num; Ced momenta ponderum ap-
penlorum aequalium, ratione ba(IS,
Cune ve relistencia permutando; La-
tione longicudinis, seu rectis, ve
lonsicudines; igieur lunt in rarione
compolica, cum ex rarione longitu-
dinum, cum ex ratione relistentia-
rum perinurando; cuncta Hac ina-
iori explicatione non indigenc; quia
Ccilicet ex dictis penicus perspicua
Cune; possunt aurem compenlari,
in prilinaris aequalibus, vel alciru-
do, à lacicudine; e vicissim; vel
a longicudine, e vicissim; vel laci-
cudo, à longirudine, de vicissims
porro qualibet coniugarione ex his
Suppolica, Facile ex dictis proportio
momentorum haberi porest; icem-
que polica balium e prilmatum
est rriplicata, ve pacet; isicur sic aegualirare; icem posita eadem basi,
DG, dupla DE; momentum C, est Led cum diuerlo licu, ex eadem lon-
ad OMENELM F, vr 8. 2d 1. id est sicudine; icem posita eadem balis
recubus 2. 2d cubum 1. idem di- in eodem sicu; cum diverla longi-
cendum est si considerentur eantum cudine, ac proinde prismatum ina-
pondera prilinarum; si vero haec qualitate.
CuM aPpeNLIS COHIUHGANEUE, PFOCC
dendum est ve Cupsa.
PROD. Z ZZ V.
Si prisiata set auaa; sec sue
diuersa altitudine, latitudine,  lon-
situdine; momenta ponderum aequa-
lium appensorum, sunt in ratione com-
2l2: 122222120
Si prismata sint ejusdem dasis, se
n umorsositu; es diversa longitudi-
nis, momenta sunt in ratione compo-
sita, ex ratione simplici alcirudinum
permutando, es ex duplicara longi-
posita, tum ex ratione loncicudinum, iudinum: Prima pars peobatue per
PEOP. 31