若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19若 1/x + 2/y + 3/z = 5 ,3/x + 2/y + 1/x = 7,求1/x+1/y+1/z+19
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若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19若1/x+2/y+3/z
若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19若 1/x + 2/y + 3/z = 5 ,3/x + 2/y + 1/x = 7,求1/x+1/y+1/z+19
若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19
若 1/x + 2/y + 3/z = 5 ,3/x + 2/y + 1/x = 7,求1/x+1/y+1/z+19
若1/x+2/y+3/z=5,3/x+2/y+1/x=7,求1/x+1/y+1/z+19若 1/x + 2/y + 3/z = 5 ,3/x + 2/y + 1/x = 7,求1/x+1/y+1/z+19
1/x + 2/y + 3/z = 5 ,
3/x + 2/y + 1/x = 7
两式相加,得4(1/x+1/y+1/z)=12,所以1/x+1/y+1/z=3,所以原式=22
已知a大于1,a+a分之1=根号5
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x/2=y/3=z/5 x+3y-z/x-3y+z
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三元一次方程组题目x+y-z=11 y+z-x=5 x-y+z=1x+y=4 y+z=3 x+z=5若已知x-3y+2z=0 2x+3y-8z=0, 且xyz≠0,则x:y:z=
{x+y+z=1;x+3y+7z=-1;z+5y+8z=-2
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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
x+Y+Z=1 X+3Y+7Z=-1 X+5Y+8Z=2x+Y+Z=1X+3Y+7Z=-1X+5Y+8Z=2
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若x/2=y/3=z/4,则3x-2y+5z/x+y+z=
若x/3=y/2=z/5,则2x-3y-z/x-y+z=
若2x=3y=5z,则3x-2y+z/x+y-z
{x+y+z=1 x-2y+3z=5 2x-3y-3z=-8
2x-y+3z=3 {3X+Y-2Z=-1 X+Y+Z=5
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