Gravesande, Willem Jacob 's, Physices elementa mathematica, experimentis confirmata sive introductio ad philosophiam Newtonianam; Tom. 1

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11056PHYSICES ELEMENTA
Ut exactiſſimè experimenta inſtituantur, minora trian-
gula rectangula chartacea, aut potius lignea, ſunt adhiben-
da, &
ſuper his planum inclinandum; ut commode & ex-
acte longitudo plani cum altitudine conferatur.
Experimentum 8.
In hoc Experimento eâdem ac in præcedenti utimur Ma-
11241. chinâ.
Corpus M plano inclinato AB impoſitum, ſuſtinetur
22TAB. IX.
fig. 6.
potentiâ trahente per MS;
concipiantur linea MR, ad ho-
rizontem perpendicularis, &
ASR ad plani ſuperficiem
normalis:
in omni caſu ubi pondus P eſt ad pondus corpo-
ris M, ut MS ad Mr, corpus quieſcit.
Pondere ſuo corpus M trahitur juxta directionem RM,
plano inclinato ſuſtinetur directione ad planum perpendicu-
lari, &
Experimentum reducitur ad propoſitionem n.
220.
Experimentum 9.
Vectis ACB brachia ſunt æqualia, & angulum formant,
33242. ita ut ſi AC continuetur verſus D, &
BD ad CD perpen-
44TAB. IX.
fig. 7.
dicularis ducatur, DC ſit dimidia pars ipſius BC aut CA.
Appenſo in A pondere p unius libræ, & in B pondere P
duarum librarum, poſitoque brachio Ca in ſitu horizonta-
li, datur æquilibrium ;
quia pondus Pagit quaſi in 55175. recto in puncto D eſſet ſuſpenſum .
66128.
Mutentur pondera, & majus ſuſpendatur in A, minus
77TAB. IX.
fig. 8.
vero imponatur brachio BC in B;
ſi plano verticali illius ca-
ſus impediatur, dabitur iterum æquilibrium.
Brachia vectis ſunt æqualia, & æqualiter motu vectis mo-
ventur:
vi ergo ponderis P pondus p quaſi trahitur verſus
E in directione ad brachium BC perpendiculari;
Ex actio-
ne plani verticalis premitur corpus illud horizontaliter;
&
tandem vi gravitatis verticaliter pellitur.
Tribus igitur po-
tentiis trahitur pondus p, quæ ſunt inter ſe ut latera trian-
guli BED ;
Vis ergo tendens terram verſus (pondus 88220. ſe habet ad vim trahentem E verſus (pondus P), ut BD ad BE,
aut DC ad CB , ſeu Ca;
id eſt, ut unum ad duo; 998. El. VI. etiam eſt ratio inter pondera p & P. Et hìc ergo ratio

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