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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 23
# Folio 11v, page id 00068148:0022
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068148&page=22
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y - E aequ 1+ 3a + 
V.d
C- 1
Erguy - 2 b + rab 3ba + a srve + b  + ba, br a
e- i
seu:
C - 1
B2
a
b2, b- a
B) b-a7 - bagofa
sa
b
PF ba
a
P) --
via centri est a e-i + i aequ. aetai a et
at
a+ b atb
quae si auteraur ab y-E seu a
L3. 6+ a, = ba, a+b
b
a +b
seu s
seu scubatur _ E, -nacentu   t bta, + ba, acb. eri
n
disantiantri gra
3)
b, a +b
fier y-Ey viacentu be +a c+ 2ba + 3bae, + bi+ ai = 2b a + 3ba
a + b
seu seu si centrum gravitatia aequabiliter, procederet, foret
vi distantia ejus a (B)), sive B)CD aequ.
aequ. 111bta S + bae  - 2abi sed falsa haeri
b a+b
aequatio ostendi
enim centrum gravita
tis non progredi eode
do
Procasu repulse similis calculus prodit nempe
(A) (A) erit b- a e-i  = i aequ. E.
seu seu e- - 4e+ a;
et  by+ aEr aet bi. fier: E,, ac ei= seu 
yp ac + bi = aE, ptae +i
1
h-aE
s
2
et y (ae -4 e) +a; + 2 e i
et E+ y seu distantia corporum nova eub:
e di  q e + ai t
+=a 
fiy 3) Hic ge. bi ubi concurrent
e -1
eri ac
ac.  qua procederet corpus motum imcurrens in quiescens si
celerito
vis
aeae
a+b nulla esset percussio
efractode aerclicatb
ae-a+b ae aubcui dimidium ge b ab e quib ae
a +b
sii fallor medum harmoni prubr at ) quod diosum per a dabis
b, e quae quantitas quae tota n transibit in corpus B praetereas
2satb
a celeritate ipsius Aresidum, seu a a, si, e
si nulla esset refe resistentia, foret celehitas post incursum ae
a+
a +b
scil cet ab, e. di2 dentur ipsi b. movebitur) et restabit vis pro
progressu ab habe aequ sae labe +labe, seu a et abe
∞ a+b
a +
Ca+b
ar 2a +b
sacte+ ae. sive a, ae celiritas communis, cui addatur b ae
celeritaf quae rursus divisa per atb dabit celeritatem communem a
a+
2 a +
4 + b
atrabaloe
in addatur Zqe divisa per b siet  arb den  a  E alentus excpientis