^2i8 Opuscula. 
ce pertinet ad potentiam attrahentem, inferius ad repellen-' 
tem . Itaque vocata|/ gg^^^rr =z completa integratio 
sequationis ±^ dt'^ ^ydo^dt-^-r^^ddc^ — o erit q) 
— ("""^^'^''.^Ch.-^-h^Sh.-^. Accipiamus de morc 
h -^. t 
duos valores fatisfacientes , nempe — ( — ) ^'•''Ch.~:' 
h 
(^'— ( — )2.rrSh.-^. Efformatis itaque acquationibus dua- 
bus , isfque tradatis ut antea, perveniemus ad sequationem 
unicam .JJ^V (i^ pfdV -^--^ .^fyFd^~.:^fy' Vd}-^ 
. 9* d ^ ; — (D d (p =r o . 
Ad determinandum valorem o^' d — co d pofita 
^ gt ^ 
( — ) 2 r r — tn, fit r:: C h . 77 , (jD* =z S h . 77 : ergo 
drp::^dmCh.^ + m.dCh.^~ - dmQ\i.3l ^ l^Al 
T zr X r ir % r r 
.Sh.-^% d(D' — dmSh.^ m.dSh.^ = d mSh.ll 
%r ^ ir ir 
H_ JJ^l^ C h . -^' ergo (|)'^^-;^^;;2Sh.-i^.Ch.l^ 
~ irr zr ^ ^ ar i r 
^-i^*sir.Tf\ q)//])' =?;s^r^ Sh.^.Ch. II + _l^!!l£! 
irr ^r x r r 
,G h.-ii . Auferatur fecunda a prima, &prodibit^p d p — 'j^ d^ 
z r 
„J2!!llish.ll'_C hTxi : atqui Sh.-ii' — C h . II ^ —rr; 
irr xr 2,r zr ir 
ergo qDV(p — q)^q3'=: — ~r~ = — T" V) ' ' • Quare fi 
fubftituatur hic valor , & pro ^ , (d extra fummatorias ponatur 
,_Lx xrr c h .-ii , (■T-)"'' S h .-li, deraum fiat diviHo per 
'Lr-' ^*" ir. 
_£-L 
df{—) 5 nafcetur ultima sequatio ^ 
