On the area bounded by the curve \(\prod_{k = 1}^n|x\sin\frac{k\pi}{n} - y\cos\frac{k\pi}{n}|=1\) (Q2211946)

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On the area bounded by the curve \(\prod_{k = 1}^n|x\sin\frac{k\pi}{n} - y\cos\frac{k\pi}{n}|=1\)
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    On the area bounded by the curve \(\prod_{k = 1}^n|x\sin\frac{k\pi}{n} - y\cos\frac{k\pi}{n}|=1\) (English)
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    17 November 2020
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    beta function
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    Diophantine inequality
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    polar coordinates
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    area
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    trigonometry
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