([x]+{y}=-5.31 sistem
([y]+{x}=2.7
![Xy531 Sistem Yx27 class=](https://ro-static.z-dn.net/files/d5e/0b851a7aff556e7515147e7aa22f25a2.png)
Răspuns:
Explicație pas cu pas:
si apoi folosim prioprietatilev cunoscute
[[x]+{y}]=[x]=[-5.31]=-6
{[x]+{y}]={y}={-5.31}=0,69
[[y]+{x}]=[y]=[2,7]=2
{[y]+{x}}={x}=[2,7}=0,7
x=[x]+{x}=-6+0,7= -5,3
y=[y]+{y}=2+0,69=2,69
verificare
-6+0,69=-5,31
2+0,7=2,7
se verifica amandoua deci e BINE rezolvat
[tex]\it Adun\breve am\ \ ecua\c{\it t}iile:\\ \\ \[[x]+\{y\}+\[[y]+\{x\}=-5,31+2,7 \Rightarrow x+y=-2,61\ \ \ \ \ (*)\\ \\ \[[x]+\{y\}=-5,31 \Rightarrow \[[x]+\{y\}=-6+0,69 \Rightarrow \[[x]=-6,\ \ \{y\}=0,69\\ \\ \[[y]+\{x\}=2,7 \Rightarrow \[[y]+\{x\}=2+0,7 \Rightarrow \[[y]=2,\ \ \{x\}=0,7[/tex]
[tex]\it x= \[[x]+\{x\}=-6+0,7 \Rightarrow x=-5,3\\ \\ y= \[[y]+\{y\}=2+0,69 \Rightarrow y=2,69\\ \\ \\ x+y=-5,3+2,69=-2,61,\ care\ confirm\breve a\ rela\c{\it t}ia\ \ (*)[/tex]