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- (\sqrt{5}-\sqrt{15})^{365}=
- \sum_{k=0}^{365}
- \begin{pmatrix}
- 365\\
- k
- \end{pmatrix}
- 5^{\frac{365-k}{2}}15^{\frac{k}{2}}=
- \sum_{k=0}^{365}
- \begin{pmatrix}
- 365\\
- k
- \end{pmatrix}
- (5^{365-k+k}3^{k})^{\frac{1}{2}}=
- 5^{365}
- \sum_{k=0}^{365}
- \begin{pmatrix}
- 365\\
- k
- \end{pmatrix}
- 3^{\frac{k}{2}}
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