当x,y,z>0时x+2y+3z=1u=x*x/(x+1)+4y*ysup2/(2y+1)+9z*z/(3z+1)的最小值

当x,y,z>0时x+2y+3z=1u=x*x/(x+1)+4y*ysup2/(2y+1)+9z*z/(3z+1)的最小值 已知x/(y+z+u)=y/(z+u+x)=z/(u+x+y)=u/(x+y+z)求(x+y)/(z+u)+(y+z)/(x+u)+(z+u)/(x+y)+(u+x)/(y+z) x/(y+z+u)=y/(z+u+x)=z/(u+y+x)=u(x+y+z)求(x+y)/(z+u)+(y+z)/(y+x)+(z+y)/(x+y)+(u+x)/(z+y) 四元一次方程的解法y+z+u=1z+u+x=2u+x+y=3x+y+z=4 当x;y;z=1;3;5时,x+3y-z除以x-3y+z等于多少? 若|x+3|+|y-2|+|2×z+1|=0求(x×z-y×z)(y-x+z)的值 x大于等于0,y大于等于0,z大于等于0.3x+2y+z=5,2x+y-3z=1,u=3x+y-7z 求u的最值, 设x+y+z=11求函数u=2x*x+3y*y+z*z的最小值 证明 ：x/(y+z)+y/(z+x)+z/(x+y)>=3/2其中 x,y,z>0 设z=√x+3+f(√y+1),当x=1时,z=y²,求f(u)及z=z(x,y)的表达方式 设正实数x,y,z满足x*x-3xy+4y*y-z=0,则当xy/z取得最大值时,2/x+1/y-2/z的最大值为? 已知x-y/x+y=y+z/2(y-z)=z+x/3(z-x),求证8x+9y+5z=0THX.. 已知实数x y z满足x/(x+1)=y/(y+2)=z/(z+3)=(x+y+z)/3,求x+y+z的值 已知实数x y z满足x/(x+1)=y/(y+2)=z/(z+3)=(x+y+z)/3,求x+y+z的值 已知x,y,z 大于0,x+y+z=2,求证 xz/y(y+z)+zy/x(x+y)+yx/z(z+x)大于等于2/3 x+y+z=6 x+2y+3z=14 y+1=z 方程组 (1) x+2y-3z=12 x-3y+2z= - 13 x-y-z=0 (2) x+ y=z 5x-y+z=18 2x+5y+3z= -1 (1)X+Y=15,Y+Z=-6,Z+X=7.(2)X+Y=-14,Y+Z=-7,Z+X=9.(3)X+Y=0,Y+Z=-1,Z+X=-1.