`|x-3,5| +|4,5-y|=0``<=>`$\left \{ {{4,5-y=0} \atop {x-3,5=0}} \right.$
⇔$\left \{ {{y=4,5} \atop {x=3,5}} \right.$
Vậy $x=3,5 ;y=4,5$
$\\$
`|x-3,5|+ |4,5 - y|=0`
Với mọi `x,y` có : `|x-3,5| ≥ 0, |4,5 - y| ≥ 0`
`-> |x-3,5| + |4,5- y| ≥0∀x,y`
Dấu "`=`" xảy ra khi :
`↔|x-3,5|=0, |4,5 - y|=0`
`↔x-7/2=0, 9/2 -y=0`
`↔x=0+7/2, y=9/2-0`
`↔x=7/2,y=9/2`
Vậy `(x;y)=(7/2; 9/2)`
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