De a£QVAt. tkinomialibvs etc. 343 



pro aequationibus quinli gradus 



__ q q^ 10 q^ 14_15 <7 1 3 18.1920 q^"^ 



^ 'p~'p^'~ T" p^i 2.3 ^ 2.3.4 p2"i "~ 

 22.23.24.25 a^J 

 2.3.4.5 ;)26 



etc. etc. etc. 

 deducere possumus pro aeqaatione generali trinomiall 

 x" — px — q = 



q . q" 2n q^"-^ (3n— 1)3n q^"-^ 

 xz — — "^ 



p p.n-*-\ 2 p2n^i 2.3 pZn^i 



(4«-.2)(47z_1 )4n y^a-J (5h— 3) (5w_2) {Sn—A )5n 7^"-^ 



etc. 



2.3.4 pi^^i 2.3.4.5 p5„^i 



siimpto signo superiori si n est numerus par, inferiorl si n 

 est numerus impar . 



T. TII. 45. 



