\(\Rightarrow x^2+4x+3-x^2-7x-10=2\\ \Rightarrow-3x=9\Rightarrow x=-3\)
⇒x (x2+4x+3)−x2−7x−10=2
⇒ x3 +4x2 +3x -x2 -7x=12
<=> x3 +3x2 -4x-12=0
<=> x3 -2x2 +5x2 -10x+6x -12 =0
<=> x2 (x-2) +5x(x-2) +6(x-2) =0
<=> (x2 +5x+6)(x-2) =0
<=> (x2 +3x +2x +6)(x-2)=0
<=>( x.(x+3) +2.(x+3) )(x-2)=0
<=>(x+2)(x+3)(x-2)=0
<=> x=-2 hoặc x= -3 hoặc x=2