Question

ecuatie redusa la forma ax+b=0 ; x√3+2=x-2

Answer 1

x√3+2=x-2
x√3-x=-4
x(√3-1)=-4
x= (-4)/ (√3-1)
Amplifici cu conjugatul
x = (-4) (√3+1) / (3 - 1)
x = (-4) (√3+1) / 2
x = -2(√3+1)=-2√3-2

/ - linie de fractie

Answer 2

$x\sqrt 3 + 2= x-2 \\ x\sqrt 3 - x +2+2 = 0 \\x\cdot (\sqrt 3-1) + 4 = 0 \\ (\sqrt 3-1)x +4 =0$