7220=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimesr NewTimes New Roman1Courier New1Courier New1Courier New1Courier NewX yVX yVX yVX yV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{ d<  p {2 ge?k[*upe?@>ױr1JaI@hnZ+I@???`@?ӰN@:*6IMc@>=UGz@@@033333??@^ߛOw?̌???9XIc@.V@@?@ @@@?Mv8Nvl@@@@@@uh|?@@@@dddddddddddddddddddddddddddddddddddddddd -2??K!qr3܀@$$$@@@@@vEvE # |ˆ}(F@|ˆ}(F@};@4q*xh*^*H*))X(Hrl[)L'0J)`") 3-.5x-0.5y3X3X/2??@$$$@@GGŧ@GGŧ?@???t)4)))X$),)|})d. (*i(u0t/2??@$$$@@GGŧGGŧ?@@???)`))(Ȳ((8S ##$(((0utP-2??@$$$@@GGŧ@@GGŧ?"S333333@333333@"S?[X**ܟ*H *Ԙ@T)R$4)''$(\:(%(( f(0ON42???$$$??uh|? K7@?????~H'? P/T0X1\2`3d4h5z*Z)'000a00ML42???$$$??(\(@TQzGz@?q= ףp????~H'?(((((((p|*'`+a00a0zf(a,c) /b ` 42???$$$??(\(@S`I +̘?zGz@A`"۹?3????~H'?)******h*0A+P+a0zf(a,c)a@b*hvs(6-2*zf(a,c)-a-b-.0001)+(6-a-2zf(a,c))*hvs(2zf(a,c)+a+b-6)zf(a,c)8 cxyz\(\@@fffffff?JXT@E͑Z5@?????*N '?iB&@@@@@@@@@@@@@@@@@h!@@@@@@@@@@@RWDRWDRWDy*hvs(6-2y-x-.0001)+(3-.5*x)*hvs(2y+x-6) :  $( ek Qznfg b  i) ; g { RH%zfh First Octant Boundary: Order of Integration: y, z, xo Outq~BLÚ0P@P_J@-@Times New Roman(a = x; b = y; c = zy: Order of Integration: z, y, x),c).!}V4TM0)#^@>MVm@Times New Roman&,Order Outside to Inside: x, z, yegration: x, z, y1? }CwK\]/'@碭@Times New Romanz = 3-.5x-0.5y?*Q|a;ߐ??*nGp#,Aʀa{+1Courier NewX((x,y,z) = (u,0,t)|MH ?kol$|}Aԓ@[a7.@1Courier New *(x,y,z) = (0,u,t)?N sn"1@3Uf@1Courier New *z = 0ԑYA0W(W`| ?Z9`U!@ԍqfs@1Courier New h*segment (0,0,0)-->(a,0,0)?VS?ۍS7@$ @1Courier New *segment (a,0,0)-->(a,0,zf(a,c)) Integration: x, z, yiz291 \^c@(Q3@1Courier New *segment (a,0,zf(a,c))-->(a,b*hvs(6-2*zf(a,c)-a-b-.0001)+(6-aiz291Y,Cr@aN&`@1Courier New @@@h!@