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Combinatorics 📊 Level 5

Random Triangle in Sinc Lobe

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What is the expected area of a triangle whose three vertices are uniformly sampled from the 2D region bounded by $y=0$ and the main lobe of the Sinc function, $y=\text{sinc}(x)$ for $x \in [-\pi, \pi]$? (Numerical approximation allowed).

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