Задание
Разложи на множители
\(m^2-4n^2-m-2n=(m^2-4n^2)-(m+2n)=\) [ ];
\(8a^2-8b^2+3a-3b=\) [ ];
\(x^3+x^2y-4x^2+4y^2=\) [ ];
\(a^2-14a+49-ac+7c=(a^2-14a+49)-(ac-7c)=(a-7)^2-c(a-7)=\) [ ];
\(10xy+10xz-y^2-2yz-z^2=\) [ ];
\(3m^2+3n^2-n^3+3mn+m^3=(3m^2+3mn+3n^2)+(m^3-n^3)=\) [ ];
\(5p^2+p^3+5pk-k^3+5k^2=\) [ ];
\(a^3-216b^3-a^2+12ab-36b^2=\) [ ].