intef /e aequalia^ eiqtie initio imprejfus fuerlt motus qui* 

 (unque, determinare cius continuationem, 



Solutio. 



Cum hic (\t aazzbb— cc, feu momentum iner- 

 tiae refpecflu omnium diamctrorum —Maa, prima ae- 

 quatio integrata praebet aap— Conll. vnde p erir quan- 

 titas conflans. Scatuatur ergo p — hy et ternae aequatio- 

 nes priores hanc induent formam: 



L -dqcof.{-K'^^-\-(p)-i-g{d&-\-d(p)Cir).{X^$-\-(p) 

 ^'±lidtrin.{X~\-(p-h^) = o, 



II. '-dqcof.^ix-^-O + ^p)-^- q{d^-\-d(p) {'in.{ix.-\-$-\-(p) 

 +'-1^ </; fin. (^ -f- i^ '-h ^)=: o, 



IIT, -</<7Cor.(v' + e4-(p)4-?('^^ + «'^)fin-(^' + H(?) 

 ^- iLU d t fin. i/ -i- (J? 4- ^) — o , 



quarum autcm fufficit binas confidcrafle , quia iam inde 

 nata eft conclufio p =i h. lam pcr (uperiores rcdudiones 

 binae polleriores aequationes ita combinentur: 



II. cof. (v/ _f- _v- (p) - III. cof. (p. -h ^ + (p) 



quac combinatio praebet 



^(^$+^g?;fin.(ix-v)^-'-^^«^^fin.([x-v)cof.(M) = o, 



feu 



g{d^-\-d(p)^l^dt cof (^ - ^) = o. 



Deinde combinatio 



II. fin. {y^^^(p) - m. fin. (|J. + + (^) dnt 



