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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 138r, page id 00068193:0277
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Conspectus Phorometricus.
sitati sure impetus iph (absolate dicti) seu quantitates motus (fa
s
tus se
latim
pori
Ducia
rto set
mome
ut tos
latra
atibus
C M
fach
tionem
iure
Atae ex longitudine translationis n molem) sunt elementa
effectus fonmalis seu translationis (quippe quae fit ea lor
gitudine translationis duita n molem).
Ref. 13. Perocisits, INT EKsi Mosrs seu VigoR,
Mderus, etc. sunt vel commrNii vel Posc55 AFIVA.
Communia quae paulo ante definivimus, sumendo media a
rithmetica diversarum velocitatum n materiae aut temporis
elementis assignabilium, Potertativa vero quae ad potenti
am aestimandam serviunt, ita scilicet ut quadratum veloci
tatis media potettativae pobili assignatae, ductum m molem
det mobilis potentiam absolutam secundum prop. 5. Cap. de
potentia motrice absol. Et quadratum velocitatis mediae (pote
rativae) quam habet mobile durante tempore ductum m tem-
c
p.
pus et molem exhibeat actionem mobilis formalem, per totum
DG
illud tempus; secundum prop. 17. cap. de actione motus formali.
CoNCLrsiO SecVXDA.
Si diversorum mobilis punctorum seu molis elemen-
torum imaequales sint velocitates, et ea quadratis velocitatum
in sua cujusqe molis elementa ordinatim duitis, fiat ductus
et sit velocitas alia, cujas quadratum si absolute ducatur m
eandem motem prodeat ductus novus, iriori aequalis, tunc
anc velocitas erit ipta velocitas media potettativa mobili attri–
buenda, cujus quadratum ductum in molem dat mobilis poten–
fiam. Edem ett, si pro mole adhibeas temporis Elementa.
et velocitatum (potestivarum) mobilis quocunus temporis ele
ta-
mento existentium quadrata ducas ordinatim m repponden-
la temporis elementa, ut inde finant ductus. Quod h jamo
terma
LMI
Ve
p
Msot
h.
ut L
gut
enC
Ms