factorize
x²-an-bn+ab
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Wikipedia provides a proof, but I don't understand how:
an−bn=(a−b)(an−1+ban−2+⋯+bn−1)
follows from
xn−1+xn−2+⋯+x+1=xn−1x−1
Could someone explain to me how the summation of the the geometric series explains the factorization?
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