JD JEOFATIONES LOCALES RFVOCATlS. $•$ 



z~rt. Suffedis hisce in lociim indeterminatarum .v,. 

 j y ec c; in aequicione propofita Goni , inuenietur aequa- 

 tio eh^^u^-^-iiptu-^-a^-r^^t- — hg-hrt—O .^ iam vt haec 

 •^hjgr —bgrs 

 -cghr -cfgrs , 



-\-ej-s- 

 aequatio fit ad circulum, fiant eh^-zziag-r^^ — hgbrs-^ 

 vfg rs-^ef- s- .) et 2.ejh s -+- bfg r — cghr — o. Nam 

 aeqikitio tunc abit in zr-|-/-— |^'/ — o , quae eft ad 



cirailum cuius diameter ~ ^/j- , et hacc diameter coin- 

 cidec cum EF. His pofitis OjUia i"=:i— r^, aequa- 

 tio 2 efhs -h bfgr — eghr~o., praebet r ^ — — — " 



(Pj^fc— nPc ff^g^H- 4^V' 'fc^ y et flltera aequatio ag-r^ 

 - bghr s - etc. —eh-, dat r- — (6 vzts^Sm^+^^iTW' 



quare aeqiiatis his acfEimationibus , inuenieiur {b-f^ — 

 i-- h^ -\-4-a ef- h- )g^ zz 4 e-f^ h"" , quod fi pro g^ fuf- 

 ■b- 



— 6 



iiciatur/= -l-Z?2 ^ nafcetur b-j^ -H wf^^h' -^■^aefh'^ 



-\-^b- -Vb- 



-C- -26-2 



-c-h^^—o, aut fada f-—h-r, imienietur b-T^ 

 -\-^aeJ--{-4.aeT — (;-z=:o.^ inuenta autem T op& 

 H-2F H-Z»= • ■ 



-c^ -ic- 



iiuias aequationis eubicae, innotefcet etiam/~^VT. 



Poaa'- 



