Factorize completely \(y^3 -4xy + xy^3 – 4y\)
The correct answer is: C
Explanation
\(y^3 -4xy + xy^3 - 4y \)
= \(y^3(1 + x) - 4y(1 + x)
\((y^3 - 4y)(1 + x) = (y^3(1 + x) - 4y(1 + x))\)
โด = \(y(1 + x)(y + 2)(y - 2)\)
Factorize completely \(y^3 -4xy + xy^3 – 4y\)
\(y^3 -4xy + xy^3 - 4y \)
= \(y^3(1 + x) - 4y(1 + x)
\((y^3 - 4y)(1 + x) = (y^3(1 + x) - 4y(1 + x))\)
โด = \(y(1 + x)(y + 2)(y - 2)\)