( ) 
Corollarium 2""' 
Si n ponatur aeqiialis Term'ino cuivis (eqaentisTeriei i, i, 
h 4» Sy 7> Curva omnis cujus ordinatim applicata 
' ' quadratur per kanc feriem in terminis finids. 
Corollarium ^*''"* 
Si m exponaturper terminum quemlibet fequentis ftriei, 
o, I, a, 3, 4, 5, 6, 7, S»f. Curva cujus ordinatim appU- 
cata — ' — ^ pendet a Quadratura Girculi. Curva vcro cujtjs 
dx^xx 
ordinatim applicata ~ -"'^>-^ a quadratura HyperboLe. Etenim 
fi Centre C, Diametro AB^d defcribatur Circulus A E J5, 
ac fumatur ^ D = x ; ercdo D iS norrhaliter, junge C E. Seftor 
£ C per I //^ divifus a^qualis eft Area^ Cur vas cujus Ordinata 
Eodem modo, fr Centre G, Tranfverfo axi^B=J, 
^ d X'xx 
defcribatur aequilatera Hyperbola A £, fumatur .4 D = at, 
erigatur D E ad anguios redos, jungatur C E f fedor A C E 
p^r idd divifus sequalis eft Areas Curvae cujijs ordinata 
X ^ 
QoroU 
