tlo Tcro locb n fcribcndnm cft f} -^ '{iyqwo facrto^^termiriiis^ 



refultans erit --i -i J--' - "-> ;-.-^' ^ i •-■ ^ ' -■ w:!'^' i,t 



'>♦ ■ '^"•' -^oiltii . .:!! .: " ^7 5^^' »'1 3j;up 



n^S n-+-c(— ^ n-i-'?o(— ♦ ' n-(- («'-t) a — fl A a 13' — r 



4 r , ■ . . •. .« ,•.».• ■ ■-. — . — — xx xj «-'■<M -iTfi 



^P ;a" 3a '" (« — ila ■ ' ^WJJIJ 



qiuiniobrcm nunc priorcm terminum ducamus in A, pofteri<)- 



rem vcro in 13, ct quia ambo hi termini comniunem hube- 



bnnt fadorem 



'■ '[^bntiv 'Hii <"/> Izi 



^ .^ !jU iiijj.w « <.jv)i .iwJJUJJ j,Jj:oqoiq 



eorum fumma crit . . , a \ 



^ nn-aKfn-91 _^-^y'_>^< — t^rn->-(/-iW^O ^' _ ^_f 



ob ;■ ^ ~ ?. Qnamobrcm rcftituto pro A valore affumto et 



ficturibus in dcbitum ordiucm difpofitis fumma iftorum tcrmi- 



noritm erit : ■'- 3»i;n'j:!oi ni ^^J^^^^ii sBfinoi eoni.Tnsi obijiDCL 



, 'I j" • ,1. ''■ <:•."• iiiim-i(r; (.wji y^ •.:i:ir';c: n.— « ..^roi 



n!n-Ha— «)'n-f-aa— 5l(tv4;3a-*V- • . rn + ('— ^^— ^lTn + f'— i»^— *]- A"^ Xii -v 

 r7raT3'a.4ix.'.'...(.--i^'it'i/c('' " ^ • -D >i» 



qui efl ipfe tcrminus poteftnti x" rcfpondcns, ideoque huius 

 regulac veritas cft demonftrata. -^ ' '■" - • ■■ ' -- ■ : 'P 



'-^ • "^ '■^ ^'■'''^rioqo idiiil H 



^ , _ DEMONSTRATIO 



fecundae regulac gencralis, pro terminis formae B^ C^' 



'"*"*^ §. 13. Poftquam hic po^^uimus b-hc-i ct ^|3-(-ry-^, ' 



tum vcro N =: '"'"^ ' , ipfe termiuus huius forinae in 



■ rt „ . '•■■^ • •/'^ '•^••••c :j<J:>fj J():U)1 ij u'joi Ojiiai 



potcftatem x inercajcns inucntus eft ,. ■.-,.,• 

 ^•■^a.^ •' ^ .-:!> /. 3'.'ir-i-;ji^j :; 3'.'|)irt 



a 4 a 3 a z a r 



Hacc igitur expreffo aggrcganim efTe demonftrandum cft 1°., 

 cx tcrmino formae B^' C% potcftati .v"""'' rcfpondcntc, dudo in^ 

 A; 2°. ex tcrji.ino formac B^~! C% poteftati jr""»^ rclipondenre, P 

 i^Qua ACta Aiad. Inip.Sc.T. iV. M dudo 



