30, DE QFANTlTv TRJNSCENDENT:. 



st aequatio canonica prodibit ; 



c^Akk-A{xx-'{-iy)-\-2.xy^M^'^^^' -}-Efe*)4-E kkxxyy.-. 

 21« Ex, hac^ aiitem, rmMks.^ x tt j/n^ Q.(t-: 

 inuicem. pendent , vt fit i -. 



X-:=^l'jy A-h xy {A-^C kkr^-^^k') -V- ^xxy^: 



Y= xVA-yy.iA^Ckk-^^h^EM)— ^ Wv 

 f^ds fit: 



J^.— . ■ A — Ekkxx 



„ 3'VAfA-f.Cfefe-h J£fe*)-4 -feVA(A-4-C^3r-4-E>») ; 



■*.— V A — .Ekkyy 



2 2,; Hi igitur valores fatisfacient huic aequatio-?- 

 %;, integrali. latiflrimq patenti; ex §., 17 dedudae, dum.i 

 ea per/--^ multiplicatur i : 



J -:^^Cxx-^ Ex'').~J (VA-HCjj-i-.£>-») -'^^""'"' VA 



-^f^^i^^Akk-hW^^AiA-i-Ckk^Ek^^-^-^^kkxxyy),. 

 =Conft.-h^^-l- f|5i(3A^d-3A(;.^-+-J'/hEtej:y). , 

 21,. Ouod^i:; ergo , curua-;4 quaegiam^ ita fu?rit > 

 c^mparat^v^ abfciflTae ^ refpondeat arcusrj ■^r^:^^:^:-^ ^ , 

 isque uotetcr, per U\X' et arcus alii abfciflae y refponr 



dens in eademi curua,7-y^;^ci3^£7*)~ P^"^ -^^--^* ^^"^^ 

 lips duos arciis ifta^relatio» Iocusb, habebit ;. , 



^.x^j-Con^.-^'^^^:im-^-:iHxx^ j 



— Ekk^Kxvy) ' 



fiquidem:; abfciffaei;; x tt y^kj, a^.(3>, inulcein pendeant^^ 



^ ■yVAfA-t-Cfefe- KEfe*)-f-H V(A-f-Cvy- »-Ey) ^^ 



A— - A — Eklyy., 

 .r^j^-^Chh -4-VA*) — k '^ \{X-^.Cxx-^E X*-) ^., 



24.., Adj 



