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Let x and Y be two independent Poisson random variables with mean 2. Then: A. P[min{x,Y}≤1]=9e⁻⁴ B. P[min{x,Y}≤1]=(1-3e⁻²)² C. P[min{x,Y}≤1]=3e⁻²(2-3e⁻²) D. P[min{x,Y}≤1]=e⁻⁴
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