C IM4 ) 
Exemplo uno vel altero clarius fiat, dico quod fi « = i, tunc A 
2 m 
'2»^H-4 2W^2 »»^-2 
in ' 
I 2 w -^ 4 J 
f quod fi J ponatur = VJ:^;tmcA erit = O ^ 
Corollarium. 
Si ^ ponatur cEqualis termino cuivis fequentis Seriei 
2 2 2 2 2 2 
quadra tura C urvse cujus ordinatim Applicata a-"* v'^^^I;;?:?, aut 
VdxJ^xx fimi2i cvadit & exhibetur per feriem noftram • 
quodutExemploilluftretur, In quiren da fit Area Curvje cujus 
ordinatim Applicata x^^^ \/ dx -xx , fingatur Curvam hanc 
camparari cum Curva cujus ordinatim AppJicata x ~ I s/J^Tlc 
quoniam hoc in cafu i, ideo ' 
A = d''Btn — = — X 
2 w + 4 w + 2 
kdm z=L — — ergo 2 m 4-1 = 05 ideoq; 
m^T 2 — *~ ' 
3 
y 
Hie 
