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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18A
# Folio 302, page id 00068191:0302
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agab chorda vel agere possit, ubi in
AB perrenib (na proinde excurrere-
possibustra AB) erit eleuatie ponde-
ris D super horiontem HCR q
aequivatens eferationi ipsius e su-
perhorizontem eundem.
Lrop. I.
causae plenae sunt effectibus inde-
grisproportionales.
potentiar
sit causae plencei effccbus inte-
gri potentia M, rursus al terius cau-
que
Saeplenae potentias effectus, ejus inte-
gripotentia M; quia igitur L. est aq
aequatis M et P ipsis, utique erit
L. ad Put M ad C.
Donamus pondera D DC cadendo
ex altibudinebus perpendicusaribus D F)
FR elasmata quaedam interse gemella in
bransitu eodem eodem gradu dotendere posse;
D quidem bria ABC; at E duo F.ZG Y ambo
cadendo neqe egisse aliquid amplius nec agere
posse, sed D post ultimum elasma C hensum
omnem suam rim amisisse, ut si eo momento
horizontem in H attingere ponatur, nulla pror=
sus vi cum feriat; similiterqB 6 postten-
Pum elasma ultimum Geo ipso omnem impe-
tum descenden do acceptum consumpserit, nu
Loque icda horirentem feriat in D. JCis positis
erit
Systemabe corporum cum alus noncom
municantium
Cum enim corpora cum alus non
communicent (ex hypobhesi)sbatus
qui Libet corporum posserior, erit efsec
bus integer stabus eorumprioris (per
defin. 2.) e proinde (per axiomaspro-
positionem. 6.) potentia aequalis.
Ibaque eadem est semper pobentiae
quantibas.
Ninc sive corpus unum sit sem
per eandem retinebit potentiam; sive
PLura interse concurrentia, semper
eadem erit potentia in omnium summa
Eadem semper potentia est ini
universo.
Neque enim corpora universi
cum corporibus aliis communicare
possunt quae universo non contine-
antur. Ibag univergum est syste
ma corporum cum aliis non commu-
nicantium. Ac proindesper praeceden-
tem) eandem semper potentiam hae
bet.
Ex propositione häcmate in-
teLLecta nabus est eorum error
qui