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Beta Flash Shit Battor Face :V

08/08/2017 at 09:14
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Prove that with every integer n so :

\(\dfrac{n^3}{3}+\dfrac{n^3}{2}+\dfrac{n^3}{6}\) is integer number .




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    Kayasari Ryuunosuke Coordinator 08/08/2017 at 09:16

    We have :

    \(\dfrac{n^3}{3}+\dfrac{n^3}{2}+\dfrac{n^3}{6}=\dfrac{2n^3}{6}+\dfrac{3n^3}{6}+\dfrac{n^3}{6}\)

    \(=\dfrac{2n^3+3n^3+n^3}{6}=\dfrac{6n^3}{6}=n^3\)

    So, we have the thing to prove :) 

    Beta Flash Shit Battor Face :V selected this answer.

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