( 138 ) 



1/(1 -P 2 ) 



7T 



ƒ "2 da? 1 ] 



dA»^»*Cau>— =-[{p»+-(2-p»)i(l--p*)} 

 A P 2 



_{ (4 _^ )+ ^(l_p 2) }F(p)+{4-^(l-p^)}E'(p)],(339) 



TT 



ƒ \l A' JSin.4. Cos., ~ = 9pt( ï_ pl) [~ {(8- V) + 



+ g( 2 -3p')<(l-p')} ^ (i ^ ) + 3{(8-7p>) + 

 + ^U-p 2 )'(l-P 2 )}F(p)~{8+^(l-p 2 )}E'(p)],(840) 



7T 



lAW *.Cos,~ = [-{(1.-85^ + 



O 



+ *J2_5p^(l-p')} — !L - ï ;+{-(44-119p 2 +45p\ 1 + 

 <s KI. 1 —? : 



+ ^(l-p 2 )m-p 2 )}F(p)-l-{2(3S-69p>) + 



+ ^(l_3p>)J(l-p>)}E»] (341) 



Past men nu dezelfde herleiding wederom op dit viertal 

 integralen toe, zoo zal men verkrijgen: 



f ' xlL % .Sin^x.Cos.x~= [3 {(8—1 6p 2 — p 4 ) + 



o 



3 



+ ^-if-^)l(\-f)}~^—- {«(70-1 V - 3p*)+ 



+ J(10-p 2 )i(l-p 2 )}F(p)+{2(94 + 7p 2 )- 

 _3(7+p>)J(l-p*)}E'(p)] , (342) 



