qux ex propofitis eft piima. Demura quarts raultiplicata 
per ^ addatur tertix ^ 
(4-^^ + 2 ^ ^ . Dj C c. ^ ^ 
qux quaefitarum eft tertia . Quare efFeda integratione quartx , 
quintx, & fextx obtinebimus fummatorias 
(-h25'5' .Cc.^Cj) 
( ^ S c . ^ 
iS" V . S c . f ^ . C c ^3=— . (+ ^ .^^ 
(2qqSc.q(p ) 
5'j'//(|).Cc.^op ^:-^;^^^ — ^.(+ 2^^Sc. ^q3. Cc.^q? )Q,E. Inr^ 
^ ( H-<^^4-2^^9.Cc , qCp ) 
VII. Qux de circularibus finibus & cofinibus di(Sta 
funt, ad hyperbolicos funt transferenda , & quxrenda fumma- 
toria tiium formularum y d cp >S h . q (p ,y dcp ,Sh , q ^ ,Ch , ^ % 
y Ji^.Ch.qcp . Differentientur de more tres rormulxj? Sh.f 9 ^ 
jSh.f ^.Ch.f C h.f cp ,& tres xquationes occurreni 
y //(|) „ S h . f 9 -^—y ^(|5,Sh.f(p.Cb.f(p 
D J S h . ^ 
2,^ — jl? //q? 0 S h . ^ H- -^j ^ . S h . f , C h , ^ 
„ — X 
. ^-^-y d (p .Ch >qfp — Dy Sh.f9.Ch..7^& , 
^ji . S h . ^ ^ e C h o f <^ 
A. jf d(p ^Ch .qcp — Dy Ch, q(p 
Prima & tertia mukiplicata per ^ detrahatur ex fecunda dudla 
ing ^&L orietur xquatio , qux diyifa per ^iJ^ evadet 
4»* 
