I need to prove in a Combinatoric way that: $$\frac {(2n)!}{n! 2^n}$$ is an integer for all natural $n$.
Actually I have no idea where to start from. Thank all.
I need to prove in a Combinatoric way that: $$\frac {(2n)!}{n! 2^n}$$ is an integer for all natural $n$.
Actually I have no idea where to start from. Thank all.
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