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Factor (x+y)^3?

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  • Factor (x+y)^3?


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SOLUTION: factor x^3-y^3 into irreducibles in Q(x,y) and prove that each of the factors is irreducible.
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Positive: 20 %
Factor x 2 y 3 + xy; I can factor an "x" and a "y" out of each term: x 2 y 3 = xy(x 1 y 2) = xy(xy 2) and xy = xy(1).
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Positive: 17 %

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In this problem, first we have to recognize that the product has 3 terms: x, (x + 3), and (x - 8). ... and then we could further factor it as 3*2*2).
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Positive: 20 %
On x^3 - x + y^3 - y = z^3 - z ... (S^3 - S)/3 into three factors, which we can call a=x+y, b=x+z, and c=y+z. Then, for any such factorization, ...
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Positive: 15 %
User: Factor x^4 y^2 + x^3 y^3. Weegy: Here are some characteristics of grace and forgiveness: patience, kindness, mercy, unconditional love, empathy, and ...
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Positive: 1 %
y2x[x — 3] + 3[x — 3] factor out common binomial y[x — 3][2x + 3] check your result against original ... Math095.08.3.FactoringByGrouping.pptx Author ...
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Positive: 10 %

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