5. Suppose we have an enumeration of A ao, a1, A2, ·.. (1) without repetitions (i.e., all the a; are distinct). Show in mathematical detail how to construct a new enumeration from (1) where each element of A is enumerated infinitely many times.

College Algebra
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Chapter9: Sequences, Probability And Counting Theory
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Problem 42RE: How many distinct rearrangements of the letters of the word DEADWOOD are there if the arrangement...
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5.
Suppose we have an enumeration of A
ao, a1, A2, ·..
(1)
without repetitions (i.e., all the a; are distinct).
Show in mathematical detail how to construct a new enumeration from
(1) where each element of A is enumerated infinitely many times.
Transcribed Image Text:5. Suppose we have an enumeration of A ao, a1, A2, ·.. (1) without repetitions (i.e., all the a; are distinct). Show in mathematical detail how to construct a new enumeration from (1) where each element of A is enumerated infinitely many times.
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