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  2. We factor x^2 from first two terms and y^3 from the last two terms obtaining x^3+2x^2y-xy^3-2y^4 = x^2 (x+2y)-y^3 (x+2y) Each of the two terms has (x + 2y) as a factor, so that x^2 (x+2y)-y^3 (x+2y) = (x^3-y^3) (x+2y)
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