Agricola, Joseph  ; Molitor, Ludwig  
Theoria Motus In Conflictu Corporum Physice Et Algebraice Exposita — [Heidelberg], 1773 [VD18 14363399]

Seite: 40
DOI Seite: 10.11588/diglit.29349#0048
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http://digi.ub.uni-heidelberg.de/diglit/agricola1773/0048
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uantiras
iocus post
pactum.

ncurrus.
on ciast.

O

Problema II. Determinare quantita-
tem motus pojl impadum.

Resolutio. Quoniam quantitas motus est
massa duda in celeritatem, massa autem post im-
padum est M + m (utraque enim post impadum

MC

movetur) & celeritas post impadum est r——; du-

M+m

catur utraque massa in celeritatem communem;
erit ieitur quantitas motus massae impingentis post

MC M2C

conssictum = M. & -

MC MtnC

tus massae impulsae ss m. •——==•—-(per

M+m M+m

§.53. algeb.) adeoque summa quantitatum motus

MaC+MmC „

post impadum S (P'r §• 4«.) «

M2C+MmC n , 7 j R v

— - - MC (algeb. 5. 30.)

M+m

Corollarium. Est ergo summa quantitatum
motus post impadum, aequalis quantitati motus
ante impadum. Sit M a 6, C ea 4; m s 2, c es 0;

MaC_pMmC 14++ 48 192

erit t» .

M+m 6+2

conflidum erat quantitas motus

^24; ante

MC S6.4S 24.

Theorema III. Si globus M incurrit
in globum m, celeritas post incursum

com-
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