21. Factorize x2 - 2xy + y2 - 2(x - y) + 1
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Using the identity:
x2+y2−2xy=(x−y)2
x2+y2−2xy−1=(x−y)2−1=(x−y−1)∗(x−y+1)
We therefore have 2 factors: (x−y−1) and (x−y+1)
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