Let ohm 0 1 Prove that there does not exist a uniform dist

Let ohm = {0, 1,... }. Prove that there does not exist a uniform distribution on ohm. (That is, show that if we assign values to subsets of ohm, denoted by P, such that P(A) = P(B) whenever A and B have the same number of elements, then the P cannot satisfy the axioms of probability). 2. Suppose that P(Ai) = 1 for all i = 1,2,....Show that

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 Let ohm = {0, 1,... }. Prove that there does not exist a uniform distribution on ohm. (That is, show that if we assign values to subsets of ohm, denoted by P,

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