Ex quibus 



De aequat. algebricis 



P2«4-3 = (2« + 3)IJ 

 P2« + 5 = (2«4-5)C 

 P2« + 7 = (2n4-7)D 



etc. 



etc. 



wi = (G«4-1)T 



P^ ,=AP +(4w-t-2)A' 



P^ ,=AP 4-(4«+4)B' 



BP2«^.1 



P =AP 4-(4n-t-6)C' 



4n+6 2u-t-5 ^ ^^ ^ 



^-BP2« + 3 

 + CP2„ + i 



4ii-)-8 



;AP +(4n4-8)D' 



2n+7 ^ ^ ^ 



+ BP2„^,5 



+ CP2„ + 3 

 + 0P2„4.i 



etc. etc. 



A = 



B = 



C = 



^2n-<-1 



2 72-j-l 



*2«. 



= (2«,1) 



2«4-3 

 P2«. 



• = (2»,3) 



D = 



2«-t-5 

 P2«4- 



= (2/1,5) 



>(«') 



T = 



2ra- 

 etc. 



/i -H 1 



■ = (2n,l) 



etc. 



^(Gn.1) 



4 J 3 



