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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 130v, page id 00068193:0262
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5
DeFranslatione s. Effectu motus form
et longitudines percursas, est veloitas itemq longitudo percul
da
sa centri gravitatis totius mobilis seu ponderis considerata
p
nontantum figura, sed et diversa me gravitate specifica sett
densitate; quatenus intelligitur omnia mobilis puncta tendere
ad eardem partes m parahelis.
Prop. 8.
Cessante dentitatis consideratione resutive coinct
dunt (1.) volumen, (2.) velocitas mobilis, (3.) impetus reurs
etus seu protractio, (4) velocitas temporis media, (5.) imperiu
restrictus temporis medius, (6.) longitudo a mobilo percursa
y.) spatrum a mobili percursum: Cum (1.) mote, (2) Ve
locitate mobilis exattata seu intensione motus sive viyore
3) impetu mobilis seu quantitate exattata motus, (4) viyore
temporis medio (seu velocitate eaaltata media) (5.) impetutit
poris medio. (6.) longitudine exaltata percursa, seu longitu
one translationes, (7) quantitate translationis seu effertu
formalis a motu.
Neque enim haec aliter differunt, quam quod m posterior
bas dentitas in considerationem venit, cujus n prioribus ran
non habebatur, ut jam attigimus ad prop. 5. hic
pa
Placet haec omma brevissime sub conspectum in figuri
ex sibere. (Fi.
Recta Mas sit volumen mobilis,
cujus punetis quibus cunque N (N) applicentur ad angulos recto–
dentitates elementares respondentes M2, NR, (N) (), IS, et
7
figura orthogoma Mea sP repraesentabit pondus mobilis seu
molem. Cui figurae si aequale fiat rectangulum PM (3 denH
tas mobilis (inten punctorum densitates media arithmetica,
quae ducta in volumen MP dat molem SMβ seu MeR s P
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