The solutions of the equation x2−125x−12x=0 are
3,−1
−3,1
3,1
−3,−1
x2−125x−12x=0⇒x(5x−2x)−2(2x+x)−1(4+5)=0
⇒3x2−6x−9=0,x2−2x−3=0,(x+1)(x−3)=0⇒x=−1,3