Excmplum UI- quo ij. — i ct v~ 



IIoc igitiir cafu erii: ■ ■ ; 



Q = - ct M 



}i ~h p-h- i fi -h p -hj 



Tum vcro crit R r .v''^^ (/ x)", vndc nakitiir liacc acqualitas: 



fr^-^t' 7) \- f 1 v"? _i- ^' ' — ^ 



jx toxi^ixj —-r-j':^^-^—^^^p_^,^i- 



rxcmplum IV, quo i-'-~ i ct y = v- 



Hic cx pr:icccdcntibus hitib liquct, acquationcm hinc 

 rcfultantcm forc 



vbi figniim fuperius valct fi y fit numcrus par, inferius vero 

 i\ impnr, quac rcduclio co magis e(\ notatu digna. quod alias 

 per plures ambagcs ad eam perucniri (blct. .-. 



Excmplum V, quo j j. = ^ et v— i. 



Hoc ergo cafu erit 



J ^r.-Jrp •* 



(n-hp-^-IJ (J2 -h p -i- 2) '_ ' " .' 



quimobrem habebitur M= — , qui valor reduci- 



tur ad hunc : ■ ; . ■ . • . , • ., 



Miz: 



I 



n -r p t- 1 n t- p -(- t ' 



tum vcro eric K = jr"-^? /.v, \ndc fcquens aequalitas deducitur; 

 fdxfx^^^fdx/x 



ln-+-p-(-i;" ( i: -f- f), -H ^- i^ ■" 



quac acqualiras more folito indagata iam fatis molcftos calcu- 

 los poftulat. 



D 3 Ex- 



