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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 515, page id 779782283:0601
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LIB. V. DE R ESTSPE APIA CORPORVM. SIS
bilicer astixum parieri PR, ve sinc mobilis; iine aqualia pondera A, D, Fi8. 9.
Fractura avelli no possic cerre duo-
bus modis porest Frangi, primo (1
trahatur per lineam TM; nempe
tanta ri trahi porest, per praedictam
lineam, re penicus Frangatur; sic
Funis plus aequo cractus rumpieur,
_c. haec aurem crahendi rario du-
Plex ese porest, prima adhibito
Pondere, pendulo Fune, craiecto per
annulum immobilem V, quo scili-
cec per lineam TM, prisina addu-
CITUE; Secunda (I FUINC VM, POren-
cia distincta à pondere, Siue LIE Po-
rencia mechanica, sine alia quali-
bec, praedictum prilma per lineam
TM adducie; isicur relictentia illa,
qua huic cractioni prilma, ne scili-
CEE FFaNOREUE, FCCSIE, VOCAEUE ab-
Coluca: li vero pocencia extremica.
de aequales distancia AC, CD; pon - F ab. 20
cem Mt deortum pellac, vel crahac,
vel prilma ica sicum proprio pon-
dere FUMBaTUE; hic est secundus
modusfracturae, ee relistentia illa,
qua prisma, ne hoc modo franga-
tur, relistie, respectiua dici debet;
dicicur aurem respectiua, quia (up-
polica etiam eadem prilinacis crassi-
cudine, pro diverso respectu, diver-
la quoque est resistentia, ve dice-
mus intra; igicur Caris appolice re-
spectiua ab iplo Calileo dicta cAt.
DEF I N 1F10 TII.
dera AD habene aequalia moinen-
Momencum est habitudo, vel re-
spectus vircuris agentis, seu monen-
ea; cancum enim A sesistiE, ne 21-
Eollacur à D. quancum D agic, (cu
nicicur accollere A; isitur aequale
est momencum relistentia A, e vir-
curis ageneis; D sic aurem pondus F
aquale A, _ distancia CF, dupla
F, vero criplum; in C, quadeu-
plum; sive momentum A decrelcac,
e idem mancac momeneum eius-
tis, ad resistentiam mobilis; relpe.
etus inguam, vel exceltus, vel de-
CA; hoc polico, momencum pon-
deris F, est duplum ponderis A; in
dem ponderis D, in F, F, C; siue
idem manear momentum ponderis
fectus, vel aequalicaris; nempe tam
dacur relistenciae momencum, quam
A, d momencum ponderis D crel-
cac, id est duplo, in F; eriplo, in P;
quadruplo, in C; nempe rerumque
concipi porest; re enim ex duobus
aequalibus, duo hanc inaequalia, vel
rii aliquid addendum cst, alcero
codem manence; vel rni, aliquid
derrahendum, eodem quoque ma-
Mence alcero; verum verd hac, de
tiniemus paulo post: ieaque illa ha-
bicudo, vel pocius vis reciulque
ponderis, quacenus rnum agic, de
aliud relistie, Tub cali habicudine,
comparacione, respectu, vel exce
denris, vel excessi, vel aequalis, di-
citur momeneum; hinc vides mo-
menca ab iplis ponderibus distin-
sui, cum pondera A, C, Sinc equa-
lia, licee momenta sine inaequalia;
igitur vis ponderis C, quatenus est
quadrupla resistencia ponderis A,
est illius momeneum; similicer vis
relistentia ponderis A, quarenus est
ubquadrupla vircuris ponderis C.
activicaris; quia non minus vis re- et illius momeneum; haec paulo
Eictens comparari porest cum ri Fulius explicui, quia rulgo accipi-
agence, quam agens; cum resisten- cur cancum momentum pro excelsu
ce; exemplum in libra CugoerO; Sic vircuris moventis, supea resilten-
libra pendula ex puncto B, circa C. Aiam alcerius; sed hoc sepugnat