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    Prove Combinatorial Identity: Sum of x^3 up to n

    Hi, I would like some help in proving the following identity: \sum_{x=0}^{n}x^3 = 6\binom{n+1}{4} + 6\binom{n+1}{3} + \binom{n+1}{2} I tried doing it by induction but that did not go well (perhaps I missed something). Someone told me to use the fact that \binom{x}{0}...
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