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# Title: [Renati Des Cartes Principiorum Philosophiae Pars I, & II, More Geometrico demonstratae] Renati Des Cartes Principiorum Philosophiæ Pars I, & II, More Geometrico demonstratæ (shelfmark Leibn. Marg. 31)
# Folio 71, page id 789395444:0093
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e A R S I.
Poruissem hic alias propositiones adjuncere ad uberiorem explica-
tionem Propositionis I4 hujus partis, es vires rerum in quocunque
statu, sieut hic circa morum fecimus; explicare: sed susficiet Art.
43. Part. 2. Princip. perlecere, ex tantum unam propositionem an-
nectere, quae necessaria est ad ea, quae sequentur intellizenda.
RLOP
OSI
TIO
ZXIIT.
Cum modi alicujus corporis variationem pari cocuntun, illa variatio
semper erit minima, quae dari potest.
D E M O N S T R A F1O.
Satis clare sequitur haec Propolirio ex provol. 14. hujus.
11 212lY. Req
Si duo corpora, puta A ex B essent plane aequalia, ex in directum, Vid. F. 8.
versus se invicem aque velociter moverentur: cum sibi mutuo Prop. 20.
occurrunt, utrunque in contrariam partem reftectetur nulla sua
In hac hypechesi clare patet, quod, uc horum duorum
corporum conterarietas tollatur, velutrumque in contrariam
parcem refecti, vel unum alterum secum rapere debcat;
nam quoad determinationem tantum non vero quondma
O
celeritatis parte amissa.
tum sibilune contraria.
1 re1L2C161100
O ecB Sibi mutuooccurrunt, aliquam variationent
(Per 2X. 19.): cum autem mocus moruinon
sIE contrarius (pet CorOl. propol. 19. hujus) nihil Cui mOtuS
AMiEtCrC COGENEUE PCTAX. 19.): Quam ob rem in lola deter-
minatione Fet aa. Ted unius decerminationem tantum,
Dula Be do conciperemutari, nitra, a quomutari
debe-
paci debene