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What is the p(3,1,4) on 3 rolls of dice

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Assuming a fair 6-sided die, each face has an equal
\frac16 probability of occurring upon a roll. Assuming each roll is independent of any other, we have


p(3,1,4)=p(3)\cdot p(1)\cdot p(4)=\frac1{6^3}=\frac1{216}

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