Consider a system of two rolled dice, each having six possible states available
to it (six different numbers of dots showing upward). According to classical
statistics, how many different arrangements are available to this system
(a) if the dice are distinguishable,
(b) if the dice are identical.
(c) According to classical statistics, in what fraction of the total number of
different configurations do the two dice show the same number of dots?
(d) What is the true number of distinguishable configurations available to
two identical dice?
(e) For what fraction of the distinguishable configurations in (a) do the two
dice show the same number of dots?
Tables with answer is given below:
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