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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 69v, page id 00068193:0140
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Sect. 11. Cap. 5. De Motu simplico.
Defin. 1. MDS
c
simplicites
SMSLCX es, cum motus puncto.
num mobilis dati prorsus conveniunt, sibi et inter se ita
ut non possint magis.
Hoc est eum nec unus puncti status ab alio priore aut
posteriore, nec unum punctum ab alio discerni poteit, quatenus
d
tantum motus eorum spectatur. Motibus quippe semper eai-
stentibus similibus et similiter positis inter se, nullum ett
7
ex ipsis descernendi principium; Et si fortasse discerni puncta
possint respectu conporum; per situm salicet quem habent in
corporibus, quod evitari non potest; ut taccum qualitates qui
bus corporis partes variantur, quorum hic non habetur ratio.
dufficit ergo motus punctorum per se spectates quantun pos-
sunt convenire.
simpliciter Prop. 1.
Motus simplea est unitormis.
.
simplicites
Sit (Fig. 31.) punetum mobilis motu simplice moti quod
cunque A: Ago motum ejus etre uniformem, adcoqe (per def. 1.
. d
cap. de motu uniformi) etiam motum mobilis ette unifor-
num. Penamus punctum A tempore TE describere lineum
1A2A, et tempore aequali D M lineam 2A3 A, erit et linea 1 A-
2A aequalis lineae 2A3 A, alio qui non satis convenient motus
prion posteriori; (conira def. motus rimpucis.) Itaque punctum
dimlit
aequalibus temporibus aequalia deseribit spatia, hoc ett (pur
dictam def. 1.) motus ejus est uniformis.
Simplicles Xrop. 2. Defin. 2.
Motus amplea est rectilineus. PEcFiLNNEVs auten
potus est m quo unum quodque punctum motilis des critit lineam
urram
lin
des
et
M
tu
Lu
H
Ctn
7
Tit
qu
to
an
e
ne
I
10
out
et
e
ne