. fin V — X 
+ — x -TT" 
— , &C. 
C 303 1 
, <P E 
-^T x 7 
N 
4 
X n x lin. ~s 
n 
Deinde, cum fit tp, live x ad rp , five at i, ut ve- 
locitas v qua defcribitur tp ad velocitatem ~ — U 
qua defcribitur rp , erit x — v X — — — , five, quia va- 
— — U 
X 
lor velocitatis v componitur ex quantitatibus exiguis, 
x — vs quamproxime, et Verum etiam 
aquatio alTumpta x — 1 — Q_-|- K cof. — 5 L 
cof. — j -)- M cof. ~s 4-j &c. dat 4- = — K x — 
fin. - s — Lx — fin. ~s — M x — fin. — 5 — N 
1 1 n n n n 
v. — fin. — s See. 
72 71 
Habitis igitur duobus velocitatis v valoribus, eo- 
iurn termini homologi ftatuantur ^quales, atque 
inde obtinebuntur quantitates affumptse, nempe 
K — pr X X 2 /^R — x nAr-t — kT xw- 4 :— S 
L = — X . — ^ 7- X kS x n 1 — k V X n — 1-2T 
M = x x k T X -W X n'-^l - 3 V 
N =: X X ivx «”+T- £ X x «^2 — 4W 
4/ « — 10 1 ‘ 
6cC. 
indeque manifefia fit harum quantitatum progrefiio : 
c - atque. 
