{x+y+z=6,x-z=2,2x-y+z=5 解方程组
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{x+y+z=6,x-z=2,2x-y+z=5解方程组{x+y+z=6,x-z=2,2x-y+z=5解方程组{x+y+z=6,x-z=2,2x-y+z=5解方程组x+y+z=6(1)x-z=2(2)2
{x+y+z=6,x-z=2,2x-y+z=5 解方程组
{x+y+z=6,x-z=2,2x-y+z=5 解方程组
{x+y+z=6,x-z=2,2x-y+z=5 解方程组
x+y+z=6 (1)
x-z=2 (2)
2x-y+z=5 (3)
(1)+(3)
3x+2z=11 (4)
(2)×2+(2)
2x+3x=4+11
5x=15
所以
x=3
z=x-2=1
y=6-x-z=2
x=3
y=2
z=1
{x+y+z=6, ①
{x-z=2, ②
{2x-y+z=5 ③
①+③得3x+2z=11 ④
②×2+④得5x=15
x=3
把x=3代入②得3-z=2
z=1
把x=3、z=1代入...
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{x+y+z=6, ①
{x-z=2, ②
{2x-y+z=5 ③
①+③得3x+2z=11 ④
②×2+④得5x=15
x=3
把x=3代入②得3-z=2
z=1
把x=3、z=1代入①得3+y+1=6
y=2
所以原方程组的解是
{x=3
{y=2
{z=1
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