1){3xy=xyx+y=x+y+2
    2){x2yxy=0x12y1=1
    3){x2+y2xy=3x2+1+y2+1=4
    4){xy+x+y=x22y2x2yyx1=2x2y
    5){x2yxy=0x1+4y1=2
3)
Ta có pt(2)x2+y2+2+2x2y2+(x2+y2)+1=16
Đặt x2+y2=a( a0)xy=b hệ đã cho tương đương với{ab=3()a+2+2b2+a+1=16()
Từ ()b=a3 thay vào () ta đc:2a25a+10=14a{a144(a25a+10)=19628a+a2
{a14[a=6a=26/3a=6( vì a0)b=3
Với {a=6b=3{x2+y2=6xy=3{(x+y)2=12xy=3[{x+y=23xy=3{x+y=23xy=3[x=y=3x=y=3

Vậy hpt có 2 nghiệm
1. ĐK: {xy0x+y+20
Hệ đã cho tương đương với:
      {(xy)2=(xy)3x+y0(x+y)2=x+y+2
[{xy=0x+y=2{xy=1x+y=2
[{x=1y=1{x=32y=12
bài 2.ĐK: x>=1,y>=1/2
y=0 ko phải nghiệm của hệ,chia 2 vế pt (1) cho y,
=>y=2x thay vào pt (2) 

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