x+2y-8z=0,4x-2y-2z=0

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x+2y-8z=0,4x-2y-2z=0
解方程组x−4y=0x+2y+5z=22x+y+z=12

x−4y=0①x+2y+5z=22②x+y+z=12③,③×5-②得,4x+3y=38④,由①得,x=4y⑤,把⑤代入④得,4×4y+3y=38,解得y=2,把y=2代入⑤得,x=4×2=8,把x=8

(y-x)/(x+z-2y)(x+y-2z)+(z-y)(x-y)/(x+y-2z)(y+z-2x)+(x-z)(y-z

∑是循环和例如∑a=a+b+c∑a^2=a^2+b^2+c^2∑(z-y)(x-y)/(x+y-2z)(y+z-2x)=∑(z-y)(x-y)(x+z-2y)/(x+y-2z)(y+z-2x)(x+z

(4x-2y-z)-{5x[8y-2y-(x+y)]-x+(3y-10z)]=? kuai

(4x-2y-z)-{5x[8y-2y-(x+y)]-x+(3y-10z)]=4x-2y-z-5x[6y-(x+y)]+x-(3y-10z)=4x-2y-z-30xy+5x²+5xy+x-3

{(z+y)(x-y)-(x-y)的2次方+2y(x-y)}除以4y

(x-y)(z+y-x+y+2y)÷4y=(x-y)(z-x+4y)÷4y{(x+y)(x-y)-(x-y)的2次方+2y(x-y)}除以4y=(x-y)(x+y-x+y+2y)÷4y=(x-y)(4

化简(y-x)(z-x)/(x-2y+z)(x+y-2z)+(z-y)(x-y)/(x-2z+y)(y+z-2x)+(x

∵x-2y+z=(x-y)-(y-z),x+y-2z=(y-z)-(z-x),y+z-2x=(z-x)-(x-y).设x-y=a,y-z=b,z-x=c,则原式=-ac/(a-b)(b-c)+(-ba

x,y,z正整数 x>y>z证明 x^2x +y^2y+z^2z>x^(y+z)*y^(x+z)*z^(x+y)

正整数?取对数即证:2xlnx+2ylny+2zlnz>(y+z)lnx+(x+z)lny+(x+y)lnzx>y>z,lnx>lny>lnz由排序不等式得xlnx+ylny+zlnz>ylnx+zl

①x+y+z=6 3x-y+2z=12 x-y-3z=-4 ②x+y-z=2 4x-2y+3y+8=0 x+3y-2z-

(1)x+y+z=6①3x-y+2z=12②x-y-3z=-4③①+②4x+3z=18④②-③2x+5z=16⑤⑤×24x+10z=32⑥⑥-④7z=14解得z=2代入⑤2x+5×2=16解得x=3将

2x+y+z=4 x+2y+z=8 x +y+2z=24

x=-5y=-1z=15需要过程的话再H我再问:帮我再解一道题,谢谢x+2y=3y+2z=4z+2x=5需要过程

已知3x-2y-5z=0,2x-5y+4z=0,且x,y,z均不为0,求3x*x+2y*y+5z*z/5x*x+y*y-

【解】视z为常数,由已知两方程,可解得x=3zy=2z将其代入待求值式中,得3x*x+2y*y+5z*z/5x*x+y*y-9z*z=[3(3z)^2+2(2z)^2+5z^2]/[5(3z)^2+(

若x+2y-4z=0 3x+y-z=0 求x:y:z

①x+2y-4z=0②3x+y-z=0①-2②x-6x-4z+2z=05x=2z代入①z=5x/2x+2y-10x=02y=9xy=9x/2x:y:z=1:9/2:5/2=2:9:5

已知(z-x)∧2-4(x-y)(y-x)=0求x+z-2y+8的值

(z-x)²-4(x-y)(y-z)=0z²-2xz+x²-4xy+4y²+4xz-4yz=0z²+x²+4y²+2xz-4xy-

2x+y+3z=383x+2y+4z=564x+y+5z=66

2x+y+3z=38①3x+2y+4z=56②4x+y+5z=66③③-①得:2x+2z=28,即x+z=14④,①×2-②得:x+2z=20⑤,由④和⑤组成方程组:x+z=14x+2z=20,解得:

已知4x-3y+z=0,x+2y-8z=0,xyz不等于0,求x+y-z/x-y+2z的值

4x-3y+z=0(1)x+2y-8z=0(2)(1)-(2)×4得-11y+33z=0∴y=3z把y=3z代入(2)得x=2z把x=2z,y=3z代入x+y-z/x-y+2z得原式=(2z+3z-z

x=y/z=z/3,x+y+z =12,求2x+3y+4z是多少,

3元一次方程,好像是初一的问题哦.根据前面两个等式可以得出x=3zy=z(平方)/32x+3y+4z=2*(3z)+3*(z方/3)+4z现在变成了一元二次方程,你应该会解吧.

x^2+y^2+z^2+4x+4y+4z+1=0,求x+y+z

x²+4x+4+y²+4y+4+z²+4z+4=-1+4+4+4(x+2)²+(y+2)²+(z+2)²=11[(2-(-x))²

x^2+y^2+z^2+4x+4y+4z+1=0求x+y+z

稍等.再问:……我一直等着再答:这个题目不太对,应该是求X+Y+Z的最小值吧,再问:你的想法是什么?再答:因为x+y+z的值有无穷个答案。。。再问:你是怎么推算的?再问:我是想问这个再答:这很简单啊,

x^2+y^2+z^2+4x+4y+4z+1=0 求x+y+z

x²+4x+4+y²+4y+4+z²+4z+4=-1+4+4+4(x+2)²+(y+2)²+(z+2)²=11[(2-(-x))²

设x、y、z为整数,证明:x^4*(y-z)+y^4*(z-x)+z^4*(x-y)/(y+z)^2+(z+x)^2+(

x^4(y-z)+y^4(z-x)+z^4(x-y)=xy(x^3-y^3)+yz(y^3-z^3)+zx(z^3-x^3)=xy(x^3-y^3)+yz(y^3-z^3)-zx[(x^3-y^3)+

x+y+z=4 x-2y+z=-2 x+2y+3z=0求解

x+y+z=4(1)x-2y+z=-2(2)x+2y+3z=0(3)(1)-(2)3y=6y=2代入(1),(3)x+z=2(4)x+3z=-6(5)(4)-(5)-2z=8z=-4x=2-z=6所以

求解2x≥x+y+z 4y≥x+y+Z 8z≥x+y+z x、y、z均大于0

有解根据化简等到2z《x《2.5zz《y《3z只要满足上面的条件就有x、y、z存在