Show that x-1 is the factor of x^10-1
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let g(x) = x-1
for factor g(x) = 0
x-1 = 0
x=1
p(x) = x^10 -1
p(1) = (1)^10 -1
p(1) = 1-1
p(1) =0
hence this shows that x-1 is a factor of this polynomial
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