If one factor of x3 - xy - xy2 + y3 is (x - y) then
other factors are
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x3−x2y−y3+xy2=(x−y)(x2+y2 ). Explanation: x3−x2y−y3+xy2=y3((xy)3−(xy) 2+(xy)−1). but. z3−z2+z−1=0 has a root z=1.
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