S<J t>E FRACTlOniBVS CONrmFlS OBSER^. 



I . MC^^-f-v ) M.fu-f-vXu-4- ^-v) , ^. -. 



-T- i.av^.m-ipT) - ,.:.3v^(:m-+-n") -1" ^tC- ^uac cum generaU 

 comparatadat /?— i ;^i:i|x;(; — p.(^-f-x)-^ir fjL( jjH- 

 y)(f^H-2K); etc p:=:n',q:^v(7ri'-{-n)'^rziz2y\2m-+' 

 w)-j=:5y'(3/»-f-«);^zz24v*(4wH-;2); etc. atque 

 ^^~^/)zrvf;/4-(v-f^)«;^r-^^=:p.v(3y-jjL)/«4-fjL 

 yi^-ix)n'^cs-dr:=z ^ixv' {ix-\-y){mi sv-2iJi) ~{-n 

 (y'-ix))dt'es:=i6ix.y iix.-\-y)(i^.-\-2.y){m (^v^-s [x) 

 -\-niy—7n)) etc. quibus fubflitutis , fadaque redudione 

 habebitur : 



Oc^''dx -i — -^ 



• — zz: n-hW^ 



/__, TO\^ V^-4-(v-M}^H- vCM-H- v)(m-»-n)^ 



^*T-«!i j* C3 v-u) w-^r v-U)>i- ^- v(u-4 -2 v)( - mH-n)' 



(5 v-2|x)T'iH-(v-^<.)i'+-3 v(H- 



C/v-:M-)?ra-i-(v-,'J.)n«^c« 



Sit ik-zzi et y=:2 erit /z^T^-^^zr 



«-+-'1" 



3t7t-f-n-H* (m-j-rOf , 



5m-+-n--i-2o(27n-f-n)f_ 



6 m-H7t-^ -4.2(m-f- n)' 



iim+-n-+-72(+m^H^ 



i4mH-n-f- etc. 



§.9. At fi jFuerit vz=:i et p. numenis integer , pro- 

 dibunt fequentes fradiones continuae : 



i 1 '\-'X'^ Y m-n ^:Mn-^n)\ 



^ • ' «i_«_L_,..f„m-4-?i)* 



m-n-+-i 



m-a-M_2(im-Hn)f__ 



y^__ , — ^H-_ii! 



' ^2n-^2^_hm-j-f}^ _. 



^8ro-2rt-4 -^7(^" '-f-^)* _ 



CUI^ 



