2).
(x+y)^2=4; (y+4+y)^2=4; 2y+4=+-√4=+-2; y₁=(2-4)/2=-1; y₂=(-2-4)/2=-3.
x=y+4; x₁=-1+4=3; x₂=-3+4=1.
1).
x=3y+2; x₁=3*2+2=8; x₂=-4+2=-2.
(3y+2)*y-4y=8; 3y^2+2y-4y-8=0; 3y^2-2y-8=0; y₁,₂=(2+-√(4*25))/6=(2+-10)/6;
y₁=2; y₂=-4/3.
2).
(x+y)^2=4; (y+4+y)^2=4; 2y+4=+-√4=+-2; y₁=(2-4)/2=-1; y₂=(-2-4)/2=-3.
x=y+4; x₁=-1+4=3; x₂=-3+4=1.
1).
x=3y+2; x₁=3*2+2=8; x₂=-4+2=-2.
(3y+2)*y-4y=8; 3y^2+2y-4y-8=0; 3y^2-2y-8=0; y₁,₂=(2+-√(4*25))/6=(2+-10)/6;
y₁=2; y₂=-4/3.