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# Title: Leibniz-Handschriften zur Mathematik LH 35, 14, 2
# Folio 162v, page id 00068202:0324
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de motu Elateri se irstitientis
spati velocitates sunt ut
spatia. Ergo jamu seu V uts
jam ds ut dt v. Ergo
at
ut dsa: S
i ta velo
Cumqu
 du sunt ut spatia residua
seu do ut c sis jam
Ergo V ut C5- =55. Ergu de F ut
Ergo at ub
=
s; at ut d5: Cs - = S)
ut seu adsR: c-5 = at d5 spu At = dds. d): C-)
Aliter. A sit tempus e
tem spatium residuum sit p
ponamus tempus in aquales parles
esse divisum 417
con pondum tompur
novus
Conatus impressus percurrendi elemen–
tum spatii ER, erit ut a
conatus ait se si erit ut TR.
el
jam intega velocitas est ut FRat
quae est ut ER, Ergo fit ER t
ds ER ut
ERse ut AR seu
ut si sit spatum residuum
C - C.
fiet ER = - ds. et fiet -ds ut S C-sa
seu cdds ut C-s at. Ergo pro ds ponendo
ACoA fiet et dc etcodt =S fie
Sc   f d C - (0 dt dt
d.ana
5
et
et dd S:  c-5 ut at.
quae
aqualio a priore diversa est non
zitur consentient Hegkiana cum mers
adem si Are spatio ad hibeantur gradus Amensio
5