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 P^$(ЛLj'+?jUD@+-"ky1@g{bUEs@???%ךG>օG@:*6IMc@GzGz@@@033333??@^ߛOw?̌???9XIc@.V@@?@ @@@ C<@?E$<@%@@@@@@@@@@dddddddddddddddddddddddddddddddddddddddd -2??K!qr3܀@$$$@@@@@vEvE # |ˆ}(F@|ˆ}(F@};@, ,{.r.g.&'X/ 3|2<,pK)V'(M) 3-.5x-0.5y3X3X/2??@$$$@@GGŧ@GGŧ?@???h&&0,T&}&TP,h )<Ԏ`wc/H=.l:.u0t/2??@$$$@@GGŧGGŧ?@@???,,g%-ؼ,$,XJ | L3'0utP-2??@$$$@@GGŧ@@GGŧ?"S333333@333333@"S?؊,4q*xh*^*H*))t  ##&xp$y&&p/0ON42???$$$??V-?? #~j????FcQ? X(t)4)))X$),)@0*`%$00000cML42???$$$??V-Q?? #~j@(\????FcQ?|}))`))~'(2$%00c0yf(c,b)cK42???$$$??S`I +Q?Q?A`"۹?)\(@(\????FcQ? Ȳ((8S,33[/,5hm5>50yf(c,b)c?a*hvs(6-2c-yf(c,b)-a-.0001)+(6-2c-yf(c,b))*hvs(a+yf(c,b)+2c-6)yf(c,b)cJIxyzףp= ף?(\•@(\•?JXT@E͑Z5@?????iTMO@4קZ@@@@@@@@@@@@@@@@@h!@@@@@@@@@@@RWDRWDRWDy*hvs(6-2x-y-.00001)+(6-2x)*hvs(2x+y-6) !"#     yfFirst Octant Boundary: Order of Integration: x, y, z@]~<x Bld@jM1@fd/+@Times New Roman$a = x; b = y; c = zy: Order of Integration: z, y, x),c).!}6hK32E\g6[M@>MVm@Times New Roman?%Order Outside to Inside: z, y, xIntegration: x, y, zDT/Dt}GS@e$E%@Times New Romanz = 3-.5x-0.5y?*Q|a;ߐ??*n%_1T}Cݙt &?1Courier Newx$(x,y,z) = (u,0,t)|MH ⚆s}kol$|}Aԓ@/:@1Courier New 0$(x,y,z) = (0,u,t)⚆s}N sn"1@m b@Yȝ@1Courier New $z = 0ԑYA0W(W`| ⚆s}Z9`U!@zPQV@1Courier New $segment (0,0,0)-->(0,0,c)⚆s}VS?ۍS7@P~a@1Courier New X$segment (0,0,c)-->(0,yf(c,b),c))*b+(6-2*c)*hvs(b-6+2c),c)⚆s}9$rw$kN@U rSq@1Courier New $segment (0,yf(c,b),c)-->(a*hvs(6-2c-yf(c,b)-a-.0001)+(6-2c-y⚆s}fѡGkL@6Û}@1Courier New @@@h!@