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数学
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已知x+2y+3z=54,3x+y+2z=47,2x+3y+z=31,那么代数式x+y+z的值是( )
A. 132
B. 32
C. 22
D. 17
人气:250 ℃ 时间:2019-11-04 13:27:30
解答
三个式子相加得:(x+2y+3z)+(3x+y+2z)+(2x+3y+z)=54+47+31;
即6(x+y+z)=132;
解得:x+y+z=22.
故选C.
推荐
已知x+2y+3z=54,3x+y+2z=47,2x+3y+z=31,那么代数式x+y+z的值是( ) A.132 B.32 C.22 D.17
解方程组:x+2y+3z=62x+3y+z=63x+y+2z=6.
解方程组2X+3Y+2Z=19 3X+2Y+2Z=17 2X+2Y+3Z=13求X,Y,Z的值
3x+2y+z=6 2x+y+3z=1 x+3y+2z=5
(1)x+y-z=0 2x-y+3z=2 x-4y-2z+6=0(2)3x+y=6 x+2y-z=5 5x-3y+2z=4(3)x+y+z=-1 4x-2y+3z=5 y-z=8-2x
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