72w{/=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimes New RomanTimes New Roman1Courier New1Courier New1Courier New1Courier NewXL/V@XL/V@XL/V@XL/V@?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{  d<  p {2 /5X2HP@K@,_+@J@!],@"QGz"Qv0S@C ףp= @C ףp= @033333??@^ߛOw?HzG???uIc@ V@ @@?@ @@@ ?P;Z ?@?@?@PJ@̌@̌@@dddddddddddddddddddddddddddddddddddddddd -2??h!h!@$$$@@NE?@@@`(\`(\SQ`(\@`(\@p= ףp@ $(,j),A,),fD  y^2-4xy+4x^2z = y^2-4xy+4x^2QQ02??h!@$$$@?@@????HBLBPBTBXB\B`B`$t$$T$   $t2t0-2.00000;2.0000002??h!@$$$@?̌@̌@????e_'`'a'b'c'd'$   Ќ4htt00.00000;4.0000002??h!@$$$@?@@333333@̌@????dBhBlBpBtBxBX#@t% t%@t%tt%4t00.00000;4.0000002??h!@$$$@?̌@?????e'f'g'h'i'j'k'\4$t000.00000;4.0000002??h!@$$$@?̌@̌@̌@???l,\#`#d#h#l#p#x%`%%ȉ%ttt^20.00000;4.0000002??h!@$$$@?@233333@@333333@̌@@???l'm'n'o'p'q'r'%`%40d4t t^2-16t+640.00000;4.0000002??h!@$$$@?̌@?̌@???Xt#x$|$$$$%P%H|t04t^20.00000;4.00000.2???2F$PJ@8EGr?PJ@?p@?؂@@@@@@@@@@@@@@@@@@@@@@@@@@@@ @ @ @Green Region is the Domain: y =0 ; y = x ; x =4y = x ; x =B +直U@&RGrd9ȺTimes New Roman_%Project 3 Problem 10y + 4x^2; y = x ; x =40C1C1 o4hѹ3ψ@8FP@Z@9-4@Times New Roman z = y^2-4xy+4x^2=QQC@ h=@fP@rX)mϰiTimes New Roman`%x = t; y = 2t; z = 01z}q?Ǡʜ\w&?1Courier New a%x = t; y = t; z = 0 1z5?gU %dBR?1Courier New hb%x = 4; y = t; z = 0  1z5?U %7E~?1Courier New c%x = t; y = 0; z = 0@@@@ 1zm? DR`Ӣ٩?1Courier New c%x = t; y = t; z = t^2˜ :˜M 1z o9?i"#|'%x?1Courier New d%x = 4; y = t; z = t^2-16t+64# xzh]?]r:iu?1Courier New He%x = t; y = 0; z = 4t^2   #  xzp"o? qRVWڎ?1Courier New f%z = r^2(sin(t)^2-4sin(t)cos(t)+4cos(t)^2)*sqrt(4/cos(t)-r)/s٧z]?w PUmdS@?1Courier New f% (x,y,z) = (4,0,64)ezp86?PkV"&\O1Courier New pg% (x,y,z) = (4,4,16)## / FzHW;׍?`qz)%b5Up1Courier New (h% (x,y,z) = (0,0,0).+% &dz@Җm?HȐ=)QX^d1Courier New @@@h!@