x+y=3 y+z=5 x+z=6

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x+y=3y+z=5x+z=6x+y=3y+z=5x+z=6x+y=3y+z=5x+z=6稍等x+y=3y+z=5x+z=6三个式子相加除以2得x+y+z=(3+5+6)÷2=7所以x=7-5=2y=

x+y=3 y+z=5 x+z=6
x+y=3 y+z=5 x+z=6

x+y=3 y+z=5 x+z=6
稍等

x+y=3 y+z=5 x+z=6
三个式子相加除以2得
x+y+z=(3+5+6)÷2=7
所以
x=7-5=2
y=7-6=1
z=7-3=4

x=2,y=1,z=4

解得x=2,y=1,z=4

2 1 4Xyz不满意过程没有错了吗?没错

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