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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 $$AXB$$.

3 years, 5 months ago

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