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Seven math problems
Solution: | x+2 |+|1-x | = 9-| y-5 |-|1+y |,

∴|x+2|+| 1-x|+|y-5|+| 1+y|=9,

When x≥ 1 and y≥5, x+2+x-1+y-5+y+1= 9,

2x+2y= 12 x+y=6,

When 1 > x ≥-2 and 5 > y ≥- 1,

X+2+1-x+5-y+y+1= 9 but X+Y < 6,

When x

-x-2+ 1-x+5-y- 1-y=9,

-2x-2y=6 x+y=-3,

So the maximum value of x+y is 6 and the minimum value is -3.