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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 108v, page id 00068193:0218
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e hora dormi seu accel. vel retant.
sint ad temporum cudi decpndrata vel ut ipta tempora, et ita
Porra.
davala quarta, octendit, quomodo data ratione tempo
rum impensorum ea data ratione longitudinum per cursarum
etiam velocitatum acquisitarum ratio ea data ratione longitudo
nam percursarum detur.
3
(AB. IV.
Tempora
Velveita
tes aequi-
sitae n
multipli–
eata ra
tione lon
gitudinum
percursa
.etc.
num.
aequisitae in multiplicata
ratione longitudinum percursarum.
Exempli caura, si temporum surdesolida (+5) sint ut longitur
dinum cubi (13), seu si timpora sint in longitudinum ratione 
plicata subquintuplicata, vel si tempora sint m ratione longitur
l
dinum multiplicata secundum numerum ; tunc ad invenient
velocitates ea longitudinibus, quaeratur in linea suprema (qua
est temporum) numerus 5 notatus signo (F), et in columna
sinisterrima (quae ett longitudinum) quaeratur numerus 3 notat
signo (L); et tuncm cella notata signo (V) utriu (5) et (X) re
.
,qui significat velocitates acqua
spondente, occurret numerus 2
sitas este m longitudinum percursarum ratione duplicata subqt
tuplicata, seu in ratione longitudinum multiplicata secundum hu
rum =, seu, quod idem est, velocitatum acquisitarum surdesolida
fore ut longitudmum per cursarum quadrata; et generali theore
e
fore v ut (e. Y, ten V.
mate, si sit f. ut l. seu t ut le:
tocit
nosse
resse
pora
mod
tum
n
ut
ut
tes
qui
locit
vell
cur
lon
ut
dini