How do you factor $x^{3} (2 x - y) + x y {(2 x - y)}^{2}$ $x^3(2x - y) + xy(2x - y)^2$ ?

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How do you factor $x^{3} (2 x - y) + x y {(2 x - y)}^{2}$ $x^3(2x - y) + xy(2x - y)^2$ ?

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Answer 1 · 2015-09-25T22:12:40

It is

$x^{3} (2 x - y) + x y {(2 x - y)}^{2}$ $x^3(2x - y) + xy(2x - y)^2$ =
$x (2 x - y) \cdot (x^{2} + y (2 x - y))$ $x(2x-y)*(x^2+y(2x-y))$ =
$x (2 y - x) (x^{2} + 2 x y - y^{2})$ $x(2y-x)(x^2+2xy-y^2)$

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How do you factor $x^{3} (2 x - y) + x y {(2 x - y)}^{2}$ $x^3(2x - y) + xy(2x - y)^2$ ?

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How do you factor x3(2x−y)+xy(2x−y)2x^3(2x - y) + xy(2x - y)^2?

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How do you factor $x^{3} (2 x - y) + x y {(2 x - y)}^{2}$ $x^3(2x - y) + xy(2x - y)^2$ ?