Edit "Somewhat Random Numbers"
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@ -13,7 +13,10 @@ Bob generates 101 random numbers from $[0, 1]$, but deletes the lowest result.
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Say we have both of the resulting arrays, but do not know who generated each one. \
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Say we have both of the resulting arrays, but do not know who generated each one. \
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We would like to guess which of the two was generated by Bob. \
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We would like to guess which of the two was generated by Bob. \
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What is the optimal strategy, and what is its probability of guessing correctly?
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- Say we assign the array with the smallest mean to Alice. \
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What is our probability of guessing correctly?
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- How often do we guess correctly if we instead assign \
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the array with the smaller _minimum_ to Alice?
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#solution([
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#solution([
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