3+ DE ARCVBV3 CVRVARVM 



nnn efl: ratioiiiris , cimiaqiic ideo \ariis plexibiis 

 co.iftarc pot-ll , ta iien ad loliitioncin probLnnuis 

 accommodari potclV Vnde atfir nare liccbk , i\ Zi 

 fiier't fundio qiKv.cunquc ipfms xx-^yy ct quan- 

 titntum X ct >', tuai acquatione n Z~o fore pro 

 ciir la fit sficiente. Inf.rdum quultm ficri potefl,fi 

 z lit fundtio irrationalis iplorum fi:i w et cof oj , vt 

 duo pluresue arcus exiiUi^^t , quorum eadem fit 

 arpltudo n;36j°, quorum non oines fat sfac .m , 

 fed inter eos (fm;.:>cr cr.t \nus adaequate fatisiacicns, 

 quem a rcliquis facile crit uifccrncre. 



Qj J n e [1 i O 2. 



24. Innenre outvs ciiri./s al^ehraicas , in qui- 

 bits Ofmvs arc-us, quirum eadem, ejt ampLiud) a.-iZo" ^ 

 fint Inter fe a.qujles. 



Miffo igitur problcmate pracccdcntc, cni omncs 

 planc curuae al^cbraicae fat sfliciunt , fit azi tt, et 

 —^— 2, atquc pro ~ fumi uebcbit funcflio quaccun- 

 que binarum quantitatum fui. 2{jj et co(! 2 oj Cu.n 

 er^o fit fin. 2 w n ~ ct cof 2 w - 'V?'*' , fi 2 de- 

 notct fun(flioncm quamcunquc rationaltm harum 

 quantitatum : 



xx-^yy-^ xy ct xx—yy 

 feu quod eodem redit haruin quautitatum : 

 XX j xy cx. yy 



tum 



