Symmetry in Pascal's Triangle: A Combinatorial Identity
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Symmetry in Pascal's Triangle: A Combinatorial Identity
If Pascal's triangle is drawn out, one is immediately faced with the fact that the numbers in a row read the same from left to right as right to left. Since the entries of Pascal's triangle are binomial coefficents, this observation is equivalent to a combinatorial identity, for which we provide a combinatorial or committee-forming proof in ...
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