What is the average value of the sum of the dice

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Consider a collection of 4 "Fermi" dice. That is, no two die may have the same face up. (This may be accomplished by sequentially tossing each die, but always re-throwing any die that comes up with a face value already present on the table.) Answer the following two questions.

What is the least probable value(s) of the sum of the dice?

What is the average value of the sum of the dice?

Reference no: EM13297143

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