max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);(8*x11+6*x21+5*x31)=2/3(1-0.15)*(8*x12+6*x22+5*x32);(8*x13+6*x23+5*x33)=1/2(1-0.15)*(8*x12+6*x22+5*x32);(8*x11+6*x21+5*x31)=4/3(1-0.10)*(8*x13+6*x23+5*x33);8*x11+6*x21+5*x31

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max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);(8*x11+6*x21+5*x31)=2/3(1-0.15)*(8*x12+6*x22+5*x32);(8*x13+6*x23+5*x33)=1/2(1-0.15)*(8*x12+6*x22+5*x32);(8*x11+6*x21+5*x31)=4/3(1-0.10)*(8*x13+6*x23+5*x33);8*x11+6*x21+5*x31
max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);
(8*x11+6*x21+5*x31)=2/3(1-0.15)*(8*x12+6*x22+5*x32);
(8*x13+6*x23+5*x33)=1/2(1-0.15)*(8*x12+6*x22+5*x32);
(8*x11+6*x21+5*x31)=4/3(1-0.10)*(8*x13+6*x23+5*x33);
8*x11+6*x21+5*x31

max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);(8*x11+6*x21+5*x31)=2/3(1-0.15)*(8*x12+6*x22+5*x32);(8*x13+6*x23+5*x33)=1/2(1-0.15)*(8*x12+6*x22+5*x32);(8*x11+6*x21+5*x31)=4/3(1-0.10)*(8*x13+6*x23+5*x33);8*x11+6*x21+5*x31
max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);
(8*x11+6*x21+5*x31)<=2/3*(1+0.15)*(8*x12+6*x22+5*x32);
(8*x11+6*x21+5*x31)>=2/3*(1-0.15)*(8*x12+6*x22+5*x32);
(8*x13+6*x23+5*x33)<=1/2*(1+0.15)*(8*x12+6*x22+5*x32);
(8*x13+6*x23+5*x33)>=1/2*(1-0.15)*(8*x12+6*x22+5*x32);
(8*x11+6*x21+5*x31)<=4/3*(1+0.10)*(8*x13+6*x23+5*x33);
(8*x11+6*x21+5*x31)>=4/3*(1-0.10)*(8*x13+6*x23+5*x33);
8*x11+6*x21+5*x31<=2000;
8*x12+6*x22+5*x32<=3000;
8*x13+6*x23+5*x33<=1500;
10*x11+5*x21+7*x31<=4000;
10*x12+5*x22+7*x32<=5400;
10*x13+5*x23+7*x33<=1500;
x11+x12+x13<=600;
x21+x22+x23<=1000;
x31+x32+x33<=800;
@gin(x11);@gin(x12);@gin(x13);@gin(x21);@gin(x22);@gin(x23);@gin(x31);@gin(x32);@gin(x33);

LINGO代码求解,出现too many inequality or equality ralationModel:max=171553000-10.5*x1-11.1*x2-6.5*x3-10.9*x4-9.4*x5-9.3*x6-9.6*x7-10*x8-9.9*x9-9.7*x10-9.5*x11-10.2*x12;802000 max=1000*(x11+x12+x13)+700*(x21+x22+x23)+600*(x31+x32+x33);(8*x11+6*x21+5*x31)=2/3(1-0.15)*(8*x12+6*x22+5*x32);(8*x13+6*x23+5*x33)=1/2(1-0.15)*(8*x12+6*x22+5*x32);(8*x11+6*x21+5*x31)=4/3(1-0.10)*(8*x13+6*x23+5*x33);8*x11+6*x21+5*x31 求问lingo大神!model:max=3*x11+9*x12-7*x21-x22-x31+5*x32-6*x41;0.5*x11-1.5*x21-0.5*x31-1.5*x41 matlab 解多元一次方程组X1=1000+X2/2 X2=X1+X3/2 X3=X2+X4/2 X4=X3+X5/2X5=X4+X6/2 X6=X5+X7/2 X7=X6+X8/2 X8=X7+X9/2X9=X8+X10/2 X10=X9+X11/2 X11=X10+X12/2 X12=X11+X13/2X13=X12+X14/2 X14=X13+X X11+X12+X13+X14≤50X21+X22+X23+X24≤60X31+X32+X33≤5030≤X11+X21+X31≤8070≤X12+X22+X32≤14010≤X13+X23+X33≤3010≤X14+X24≤50MAX Z=290X11+320X12+230X13+280X14+310X21+320X22+260X23+300X24+260X31+250X32+220X33求X11,X12,X13,X14,X21,X22,X23, 4.7X12.5+( )X( )=1000第二题 （0.1+9.9X11）+（ 0.2+9.8X11）+（0.3+9.7X11）+.+（0.8+9.2X11)+(0.9+9.1X11) 计算呀 第二题加算式呀 怎样用lingo程序求解分段函数啊max=4.8*(x11+x21)+5.6*(x12+x22)-c(x)c(x)={10*x x lingo 提示语法错误 Max=12*x31+7*x32+13*x33-0.5*x21-0.5*x22-0.5*x23-x41*x11-x42*x12-x43*x13 怎么用LINGO解不出这题min=x1*c1+x2*c2+x3*c3+x4*c4+x5*c5+x6*c6+x7*c7+x8*c8+x9*c9+x10*c10+x11*c11+x12*c12+x13*c13+x14*c14+x15*c15+x16*c16;x1+x4+x5+x11>=1;x1+x2+x11+x15+x16>=1;x1+x2+x3+x15+x16>=1;x1+x4+x5+x11+x16>=1;x2+x3+x6+x12+x15+x16>=1;x1+x4+ 帮忙看下这个lingo语法哪错了 min=(((x1-1)^2+(y1-1)^2)^(1/2))*x11+[((x1-8)^2+y1^2)^(1/2)]*x12+ 帮我看看这个lingo模型语法哪里错误了啊,max=6610.23*x1+11365.8*x2+7928.42*x3+9220.45*x4+27501.25*x5+198750*x6+21836.25*x7+1718.85*x8+97.03*x9+316.90*x10+91.54*x11+56.54*x12+244*x13+216*x14+714*x15x1+x2+x3+x4+x5+x6+x7+x8+x9+x10≤725；6 关于lindo程序的问题MAX Z=3100x11+3100x12+3100x13+3800x21+3800x22+3800x23+3500x31+3500x32+3500x33+2850x41+2850x42+2850x43STx11+x12+x13 lingo 语句,当(x11+x12)>0,(x11+x12)=1,否则为0；怎样写语句啊, 求解最佳方案X1 X2 X3 X4 X5 X6 X7 X8 X9 X10 X11 X12 已知x1,x2.x3,...,x10平均数为a；x11,x12,x13,...,x30的平均数为? lingo线性规划编程,应该不难,50分x1+x2+x3+x4=84x5+x6+x7+x8=116x3+x7-x9-x11=0x4+x8-x10-x12=0x1+x5+x9+x10=96x2+x6+x11+x12=104x1 lingo我哪里错了min=0.41*x1+0.09*x2+0.15*x3+0.11*x4+0.27*x5+0.46*x6+0.86*x7+0.74*x8+0.09*x9+0.07*x10+0.05*x11+0.20*x12+0.55*x13;x1+x2+x3+x4+x5+x6+x7+x8+x9+x10+x11+x12+x13>=698590.550;0.018079*x1+0.011359*x2+0.028124*x3+0.021513*x4+0.021660*x5+0.0 Lingo 线性函数问题,要求答案是整数解,0或1min x1+x2+x3+x4+x5+x6+x7+x8+x9+x10+x11+x12+x13+x14+x15+x16+x17+x18+x19+x20+x21+x22+x23+x24+x25; x9+x10+x11+x12>=4; 2.5*x1+2*x2+3*x3+2*x4+2.5*x5+2.5*x6+3*x7+2*x8+3*x9+2.5*x10+2*x11+2.5*x12>=12