设x、y满足约束条件3x-y-6≤0,x-y+2≥0,x≥0,y≥0,若目标函数z=ax+by(a>0,b>0)的最大值为8,点P为曲线y=-1/3x^2(x

来源:学生作业帮助网 编辑:作业帮 时间:2024/07/29 22:56:39
设x、y满足约束条件3x-y-6≤0,x-y+2≥0,x≥0,y≥0,若目标函数z=ax+by(a>0,b>0)的最大值为8,点P为曲线y=-1/3x^2(x
x){n_gضe6wی+t+uu.1u.d%|ѽu?ml* JD;$;Zixdӆ=Ovy޴3x6{]+mu +4*l`ˑ_`g3x%Q'/x糷=]3i'>t=<;l

设x、y满足约束条件3x-y-6≤0,x-y+2≥0,x≥0,y≥0,若目标函数z=ax+by(a>0,b>0)的最大值为8,点P为曲线y=-1/3x^2(x
设x、y满足约束条件3x-y-6≤0,x-y+2≥0,x≥0,y≥0,若目标函数z=ax+by(a>0,b>0)的最大值为8,点P为曲线
y=-1/3x^2(x

设x、y满足约束条件3x-y-6≤0,x-y+2≥0,x≥0,y≥0,若目标函数z=ax+by(a>0,b>0)的最大值为8,点P为曲线y=-1/3x^2(x
a,b轨迹为一条直线.对Y可以求导.