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# Title: [Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica (shelfmark Leibn. Marg. 166)
# Folio 318, page id 1041163592:0352
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18
PEITLOSODEILE NATDRALIS
De MorV HaeC Cs resistentia quae oritur ab inercia materix Fluidi. P. d
conxonvu veto quae oritur ab clasticirate, tenacitare, de frictione parrium
ejus, sic inrectigabitur.
Demittatur Clobus ut pondere suo B in Fluido descendat;
et (c E tempus cadendi, idque in minuris secundis si tempus
C in minuris secundis habeatur. Inveniatur numerus ab(0.
lutus N qui congruit LOgarithmo 0,4342944819 = =, Stque L
Liogarichmus numeri=
J. -
=: e relocitas cadendo acquisita erit
V.+ HI. alticudo aurem deseripta erit
P
= 2,386294362rF +
4605170186L. F. Si Eluidum latis protundum sin negligi potest
terminus 4,605T7O186L F; X cric =
= = 1338629436TT F alcicudo
descripea quamproxime. Parent haec per Libri secundi ProDO-
sitionem nonam ex ejus Corollaria, ex IIypoche quod Cilo-
bus nullam aliam paciatur resistentiam nisi quae oritur ab inertia
materix. Si vero aliam insuper resistentiam patiatur, descen-
Tus erit cardior, ec ex recardatione innotescet quantitas hujus re-
Sistentia.
VE corporis in Fluido cadentis velocitas ex descensus Facilius in-
noceseane, composui Tabulam sequencem, cujus columna prima
denotat tempora descensus, secunda exhribet relocitates cadendo
acquisitas existente relocitate maxima 100000000 tertia exhibet
spacia temporibus illis cadendo descripta, existente 2F spatio quod
corpus tempore C, cum relocitare maxima describit, ec quarta ex-
hibet spatia iildem temporibus cum velocitate maxima descripta.
Numeri in quarea columna Tune 2. et subducendo numerum
233862944 = 4,6057702L inveniuntur numeri in cerria columna, et
mulciplicandi sunt ni numeri per spacium I ut habeantur spatia
cadendo deseripta. Ouinta his insliper adjecta est columna, quae
continet spatia descripra iildem temporibus a corpore, vi ponderis
sui comparatiri B, in racuo cadente.
rempore