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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 117, page id 00068192:0117
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Perprop. Z. hic) B Longitudines-
sunt in ratione composita reloci
tabum es temporum (per prop. b. Vel.7
cap De velocitate mobus aequidi-
Stributi d unisor.)
 roB. 17
Actiones motuum formates.
sunt in ratione compositamobisi
simplice
um temporumdlicata vo
et relocitatum  agendi
dujalicata,
Sunt enim actiones in rabio-
ne composita relocitatum S effec-
duum (per prop. 10 hic) e effectus
sunt in ratione composita resoci
tatum temporum et mobilium (per
prop. ib. praecedentem) Ergo actiones
sunt in ratione composita dupsi
simplice
caba reLocitatum temporume
mobilium.
D
c
si aequares sint materiaquun
ditates et tempora actionum aequa
Lia actiones erunt in dup Licata ratio
ne vesocitatum ves songitudinum
abo motus
Nam Pongibudines sunt in ratione
composita temporum B velocitatum
(Perprop. b.
= ex glae rationebus
motuum formales
.10. hic) sunt autem effectus, ut
diffusiones, e relocitates ut in
intensiones (per defin. 4. hic)
dVOP. Id.
Si effectus (formales intelligo)
sint proportionales tempori-
bus erunb Actiones (formales
Scilicet) ut a ongibudiness
ere  ricissim.
Nam Actiones sunt in ra
tione composita effectuum dve
Locitatum (per prop 10 hic)  es-
fectus sunt ut tempora (exhy.
pothesi) ergo Actiones suntin
ratione composita temporum et
reLocitatum. Sed Longitudinis
sunt etiam in ratione composi
ta bemporum es velocitabum
per prop. 6. vely. Cap. Demotu
aequidistributo et uniformi) ergo
Aetiones sunt ut Longitudines
transLationum vuissim que si
Actiones sunt ut. Longitudines
FransLationum Actiones erunt
in ratione composita demporum
e velocitatum; sed sunt.
etiam