jMifcellanea Cur to fa. 1 4 5 



. 2m— i . 2m— 3 . 2m— $ . , 



A=^B into into — — into into 



2m 2m— 2 2 m— 4 



2 m — 7 _ 

 2M -6 &C. = P. 



d . 2m — i m-'-2 



— — - into a; y= ^ R. 



tn — 1 2m 



^ . 2m— 1 . ^ 2m— 3 m— 3 

 into into x yz=z~*S* 



m — '2 2m 2m — 2 



&} . 2m— i . 2m— 3 . 2m— $ 



— i — - into into into 



m—3 2m 2m— 2 2m— 4 



m— 4 . ** _ 



y^z^Tj &c. 



The Obfervations to the firfl Theorem, take 

 place here alfo, as in what follows. 



COROL L 



If m be put equal to any Term of the 

 following Series, f, f, I, &c. the Qua- 

 drature of the Curve whofe Ordinate is 



m m 

 x x 



, or — - . . , is expreifed in 



\fdx~xx \l dx Ar xx 



finite Terms, and exhibited by this Series, 



L 



COROL, 



