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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 129r, page id 00068193:0259
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DeTranslatione s. Effectu Motus form.
s
ovistrop. Wo. dicti cap. si AB sit ut tempus, Et ut moles, FG ut
un intensiones motus seu vigores, rectangula EFGH ut impetus
seu facta ea mole in vigores, figura A.G3GB ut longitudo
translationis, colidum ea omnibus impetibus sparallelis EtGH,
tempori AEEB applicatis seu solidum factum ce mole Ef in
longitudinem translationis ArG3 GB ductâ seu solidum 1E1F-
1A1G3G3H3E vel ei aequale solidum A. BCD L F erit ut ipsa
quantitas integra effertus a motu formalis seu quantitas
translationis sub pondere translato, et longitudme tranlatio-
nis comprehensa.
Def. 3. V190Q Meoirs (SemoRis) seu Velocrsits
MEDiA CX ALTAFA est, quae ducta in tempus impensum
at longitudinem franslationis; seu est Velocitas ea attata
qua constanter motum mobile tantundem quantum nunc
longitudmis exaltatae aequali tempore percurriset.
Et
Medus est qui fit ex velocitate medin exalta
MP egq
a in molem duitâ, seu qui n tempus duitus dat spatium
caltatum seu quantitatem translationis
Conferantur hac cum dictis ad defin. 3. capitis de Veloci
p. p0 A
tate in universum, et adhibita figura propontionis 10. ejusdem
capitis; omnia enim eodem modo se habent, modo pro vola-
simplicitus
mine moles, pro veloeitate longitudineq eaedem ex attatae, et
pro impetu restricto absolutus substituantur.
Prop. 7.
Media Arithmetica sunt: Vensitas seu gravitas
epeu
ica mobilis, inter omnes punctorum voluminis denutates
tel gr
avitates specficas elementares. elocitas mobils
inter omnes punctorum voluminis ejus velocitates, seu imter
minnes
M
MMI
AM
es
sla
emo
d
psoli
ati
ntet
ntl
quad
VX
es
d
es
est
de
16.
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pros