( <550 ) 
^ ^ 
'' zu* zu 
re pro ^ fcripto p-]-U crir 
turn tot terminorum inicialiura quoc furrt unkates in f. 
Ex, r Tifdem manenti bus js, u, n, m, fit denomina- 
tor 4 " 2. • ^ ^ per formulam 
numerator eric z. -|-q x« -f- 3 — 3 z, -}- 
& fumma Seriei exhibebitur per formulam — — / , — , 
Sit ipforum a & » primus valor communis i, & hinc eii- i 
cietur Series j- ~ ^ 
‘•S-5’^^-4 V^-7^4-7 5-7-9’^7.io 
+ = i- . , ; i 
Scholium. In Seriebus jam expoiitis eadem itbique eft j 
differentia inter fadores continuos ejuldem cujuivis ter- j 
mini, ac inter fadores homologos terminorum conti- ! 
nuoraniv In fequentibus exempla qusedam liint Serie- { 
rum, quarum lummse in terminis numero finitis exhi- 
beri pofliint, quamvis ea regula non obfervetur. 
Crefccnte z per differentias datas ^1?, invenire nu.^ 1 
meratorem integrum N, ut ad Integral e rcvocari poflic I 
ftadio, cujus Denominator fit ex certo numero /> ter- f 
minorum ai, z-\-z», Arithmetice propor- 
tionalium in invicem dudorum. Debet autem efle q 
numerus integer minor quam fador gm numerus p. ^ 
Solmio. Eri e N=: z-\-p^my.zJ^ p — % n\^c. ' 
x x ^c. x i Iiv 
z, Z-\~Z-Att 
Prop, IV. Proh, 
tegraJe 
