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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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EFB. V. DE RESISTENXIA CORPORM.
adaquet: Sit maior adaequans A, sic longicudinum; sic prima criplicata
minor Cuperans B; sicque momen-
EIIII B, ad IOMEMELI A, VE 3. 2d
2. Aac ve lacus quadeari 3. ad lacus
quadrari 2. ica lonsicudo B, 2d
aliam, Ccilicer minorem; cylindeus
eiuldem basis cum B, et Cub hac
noua longicudine, habebic momen-
cum aequale, momento A; igituI
adaequans propriam relstentiam,
DCI PEOP. 43.
PROP. LIT)
eMomenta cylindrorum diversa
basis, es longitudinis, praescindendo
ab appenso pondere, sunt in composi
ta, ex triplicata diamerrorum basis,
permutando; tum ex duplicata dia-
metrorum, tum ex duplicata longi-
indinum: Sine enim duo cylindei
Fig. 24. DB, DG; Cerre momenta DB, DF,
Fab. 2. Cune, racione relistentix, in criplica-
Ea dIaCEEOLUM DA, DC, permu-
cando; rarione vero ponderis, seu
granicaris cylindrorum, re bales,
id est in duplicaca diametrorum
DA, DC, non permurando; ratione
vero longicudinis, IOmenE2 DC,
DE, Cune in duplicata DO, DE; igi-
cus cacione omnium, Cunc inomen-
ta DO, DB in compolica praedicta-
FIM: POETO mOmenEUIM DF, eAt ad
DB, VEDA ad DC, Per PrOP. 49.
nUI. 8. ICCIQUE MOIEMEUIM D F.
ad DO, in duplicata DE, DO,
Dex PEOP. 41. igicur (IC v. 8. DC
dupla D E; de AD, dupla CD;
momencum DF, est ad momen-
cum DB, VE 2. 2d c. SC IMOmentUIm
DO, ad MOIENEUIM DE, vE 4. 2d 1.
vel vc 8. ad 2. igitur momentum
DC, est ad momencum DB, VF 8. 2d
1. Led haec est compolica, ex cripli.
cata diamerrorum; permurando, et
S. PERMUTETuT ?. Sic duplicaca dia-
merrorum =. Sc duplicara longieu-
dinum =. componantur duae pri-
1DX, 8. de haeccum vlcima, 3. de-
nominator signiticar momentum
DC; haec est, FatiO MOMeNEORUIm,
quae est eadem cum praecedenre =
auE certe, si vis compone rationé ex
ratione diamerrorui, permucando; dt
duplicata longicudinum; sic enim
ratio diameriorum Z. Permuta,
d duplicaca longicudinum =. com-
Done veramque, ?. vides cationem
momeneorum: auc demum li vis a
numeris praescindere, momeneum
DO, est ad MOmeNEuM DB, VE(O-
lidum sub quadrato DO; ducto in
lacus DA; ad Colidum, (ub qua-
dFaTO DE, ducto in latUS DC; aut
E vis enunciare sine liceris; momen.
ca cylindrorum diuerla lacicudinis,
ee longicudinis. Cunc resolida Cub
quadraris longicudinum, ductis
permurando, in diamerros balium:
quod si praescindas à pondere cy-
lindrorum; a consideres cancum
pondus appentum; momenca lune
in composica ex criplicata balium,
permucando, cum ex simplici cacio-
ne lonsicudinum, e ponderum, (2
Tune inequalia; si veco pondus
verumque consideres; id est eum
cylindri, cum appentum, procede
ve lupra; nemperes perinde le ha-
bec, acque si subduplum extin-
dei pondus, cum alio appensum
ettet.
doeobied 2cet ortidud ldtodisa cnsidi
lonsitudinis, adequari hoc vnmum
momentum, cum primo potest: Sie
duplicata earumdem, ee duplicara longior DC, cuius momenrum sit
LLOT. LIV
ato Cdatbbs momtu s