A set S is defined recursively by Basis step: 0 ∈ S Recursive step: if a ∈ S then a + 3 ∈ S and a + 5 ∈ S
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A set S is defined recursively by Basis step: 0 ∈ S Recursive step: if a ∈ S then a + 3 ∈ S and a + 5 ∈ S
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