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What interesting about binomial coefficient?
$(^n_0) = 1 = (^n_n)$
Calculate the entries in Pascal's triangle down to the row where n=9, and verify that the sum of the coefficients in that row is equal to 512 What identity do we get when we substitute the values a=1 and b=−1 into the binomial theorem?
Interlude Binomial Coefficient optional
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Binomial theorem
pascal triangle