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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 1011, page id 851387705:1031
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+C lati, ut 2n da M Fn; hoc eltis ut diplums pondus. Ancccedenus ad LmI
ucriusque pondus: acque ad momentum Ancecedenris nP eadtem difterentia iC
laci, vE 2_ ad m F n; hoc est, ue duplum pondus segnencio ad timul urrius.
que Pondus. Hloc elt,s ad momencum utriulris, celerivacum differentia latis dere
liqui pondus duplum ad simul ucriusque pondus. Quod CraE propolitum.
Aliter.
Fsto, ut prius, Graris A sequentis, pondus mY, celeritas rC; alque nrese
deneis B, pondus n P, celeritas sC q lque r = s fet. Incellisatur autem, moru
communi, utrique detracta celeritas sC. Duo tacto, B ad quierem redisitur,
DEOPTCF SC. = SC. =OC; eique impinsit A, tanquam quiescenti, celeritate rC
C =IC. Frique ictus magdicudo (per B 0. praccc  am i.  . ec 2no aoilluy 
5.1 21F S~ sitgi L OHC vi
 ShC
serir 1145d B ∞1pOCB
P Cn ut Prius. Ldemgue exte ictus magnicudo in ealu. ps exp (i, srer
DrOP. 8. hujus.
d
PFO
D ocdussione.
P ROP. XIV.
Si duo Graria, aequalia vel inaequalia, quibuscunque celeritatibus, mo-
cibus contrariis sibi mucuo directe occurrant: Firit ictusmagnitudo,
ad momentum alcerutrius grarium; celeritatum RSGreBd Pde ut
reliqui pondus duxlum ad synul utriulque poncuS.
CHCravis, A, Bondus mP, celexiras LrC (Prortum,) geleoques momiennum xip. 302.
D =mr D C; et Craris B, pondusn P, celeritas = sG (reurortum, d adeoque
momencum =n sP C; qux sibi mueuo directe impingare; sicque n t SF ∞ a 2C-
que incelligatur momencum mr P C. prapollens. Frit (Per , pTOP. 4. BuiS d. viri
ulque deinceps celericas n1
momencum 
es
Mt= n.
intn
r = ns
m. L n
m +. n m F C; e eravis B (PrOpcer POndus n P) momentum
nPC. Deperdit ilaque A momentum mrD C M F
r L n.
da
M. + r M Z C
=m DC. FFB deperdit(PrOPTOE A pta pollens) corum quod habueracmo.
M Fn
mencum retcorsum nSP C; et simul aequirie momencum prortum ns
quae duo simul SumPTA SUNE XSP C ( mY
ur Ln
S
M F n
n PC:
m+ n PC
Mr. F m 5
m. n nXC-
m + n m D Cn (guancum, seilicet percicletac A.) Adeoque omnium neprexacum
2MB 3
mp 2m n DC. =
M Ln
11. 2m111.
EN m D P C, cHL (per PEoP.
n +  Ci ML
5. hujus) ictus magnicudo. Ouodiaque est 2d m 2 P C. uE 2n ad m + n, et ae
n2F C ut 2m ad m = n; hoc est, ad momencum alterurius grarium aggregacO
celericarum lari, uc religui pondus duptum ad timul uriusque pondus. Quod erac
propolicum.
Mter.
Dondus nP, celeriras  sC (terrortum;) quae libi mutuo directe decurrane.
licque r. F 5 = 2. Incellisatur aurem mrique addi, mons conuni, celeritas L sC
(prorlum:) Duo tiar graris A celericas r C f sC. = BC; e v Guiescens (proprer
MMMMIMM 2
SI u PlIUS Ciravis A, pondusm P, celeritas FT C. (prOrtum;) e GravIS B,