Question
Factor the expression
(x4+x3y+x2y2+xy3+y4)(x−y)
Evaluate
x5−y5
Calculate
x5−x4y+x4y−x3y2+x3y2−x2y3+x2y3−xy4+y4x−y5
Rewrite the expression
x4×x−x4y+x3yx−x3y×y+x2y2x−x2y2×y+xy3x−xy3×y+y4x−y4×y
Factor out x4 from the expression
x4(x−y)+x3yx−x3y×y+x2y2x−x2y2×y+xy3x−xy3×y+y4x−y4×y
Factor out x3y from the expression
x4(x−y)+x3y(x−y)+x2y2x−x2y2×y+xy3x−xy3×y+y4x−y4×y
Factor out x2y2 from the expression
x4(x−y)+x3y(x−y)+x2y2(x−y)+xy3x−xy3×y+y4x−y4×y
Factor out xy3 from the expression
x4(x−y)+x3y(x−y)+x2y2(x−y)+xy3(x−y)+y4x−y4×y
Factor out y4 from the expression
x4(x−y)+x3y(x−y)+x2y2(x−y)+xy3(x−y)+y4(x−y)
Solution
(x4+x3y+x2y2+xy3+y4)(x−y)
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