f$ DIDERICIBAX 



= 1,028647 X A = Axi quam proximc, 

 = 2,057294 



Lams Cubi =[/ ."^ + ^ + .^^^"^^+^^-^ + -^- + g^l//-C3 + V5J 

 A' 6V/3 ^ 6 ^ 12 ^ 3t/3 ^ 12/^ 15 



3 



=/^^' (57, + 5 + TlC^^'' + =^=' + ^ //^^M^')) 



_//A3. 4 , I , 3/1/^5 + y5+£5_(3 + V^\>> 



"~/^ yWi, "^ 6 "^ 12 *. 1/3 >'>' 



3 



-_ //A3 , 4_ _j_ i^ ^ _Vi (-^sTT+T^ + K5T^^l/5)^) 





_ A /y 4 _, I . K3C5 + V5) + K5 C3 +V5') 



91/3 "^ 6 ^ 6 v/6 



3 



f/W"- j. V6 . K3(5 + V5) + F5 (3 + 1/5 ) 

 A^ ^V/^"^' 6V/6 ^ 6V(> 



3 ■——====. . 



- A f/l^ O- J^^ -I- 3K3 C5 + 1/5) + 3K5 ( 3 + t/5 ) 

 ~ A^ 781/6 "f* i8\/6 ■T' ^ 1876 



_ » /^8 1/^ + 3^6 + 3K3T5 + V5) + 3^^5 (3 -f V^5) 

 _ A^ m76 



-^ . /^ "^3^37 + 7.34846 J^ 13 ,9-762 + 15,350°^ 



~ A^ 44,09078 



/'^ 44,09078 



= 1,0286487 X A 



= 2,0572974- 

 Idem valor acquiritiir, si sumatiir surama corporura singulorum nuraeris expressa, ct 



4eiiide extrahatur radix cubica. 



Car 



