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Area Probability

\(A\) and \(B \) are points on a circle centered at \(O\) and radius \(2\). An arbitrary point \(X\) lies on the major arc \(AB\). Determine the probability that \([AXB]\geq \sqrt{6}\).

Note: \([AXB]\) denotes the area of triangle \(AXB\).

Note by Russelle Guadalupe
2 years, 9 months ago

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