i8t 



MEDiTATlO>4ES CIRC\ 



decimo poteftatibus p\ /)*, acqniiialcant impa'cs ^' 

 et />'. J.^cinde etiain cocliicieiuts A, B, C, D etc. 

 multo rimpliciori Jege exhibcri poflTunt , cuae im- 

 mediate ex co..fficiein:bus binomii nd eanc m di^^ni- 

 tat(;m , ciiius ordinis i(bie aequatioiies quacruatur , 

 ekuati , fluit , hoc modo : 



Ordo m -\- nzn 1 1 



^'•-1(14-11) 



^—(1-55) 



q' ^5(1-462) 



/ ";(i+33o) 



q' - .:(»-i<55) 



q' -i{i+5 5) 

 q — 1(1-1 1) 



P \P 



[—1—1 



P 

 — I 





+2'++ 



— I 



+ 8+- 



— I 



+ 6 



-I -6J-15 j-28— 8 



* +4+20+1+55+28 



1* — I — 1 5- 6 — 70— 5<^ 



* +1 +6 + i5'+5:;+70 



^ 4. —1—20 — 28 56 



+15+ 8+28 



-6-1—8 



—4- 



1+1 +6 



■i+i 



+ 1 



+ 1 



+;)=P 

 +/-p' 



+/-/ 



In qualil)ct fcilicct colunina veiticali cocfficicntes 

 binoniii ad dignitatem vnitate infcriorem eltuati 

 tum n (unnmo deor(uiii quum ad imo furfum lcri- 

 biintur , ct vbi bini concurnmt in vnam lummam 

 colli,>;untur. 



36, Hinc iam li.cbit pro omnibus ordinibus 

 imparibus rem in gcncre definirc ; at quoniam hic 

 cocfricicntts binomii f ; tcflntiim cccununt , vt bre- 

 vitari confulamus , fci .'namus 



«(«—i )[n— 1). . . .f n— V -\-\) 



i. a. ^ . . . . V ^^^ 



Yt 



