3a^2(a^2-4)+2a(a^2-4)-a^2+4 Разложить на множитель
3a²(a²-4)+2a(a²-4)-a²+4= =3a²(a²-4)+2a(a²-4)-(a²-4)= =(a²-4)(3a²+2a-1)= =(a-2)(a+2)(a+1)(3a-1) *** 3a²+2a-1=(a+1)(3a-1) D=2²-4*3*(-1)=4+12=16=4² a₁=(-2+4)/6=2/6=1/3 a₂=(-2-4)/6=-6/6=-1 3a²+2a-1=3(a+1)(a- 1/3)=(a+1)(3a-1)