For example, if n = 1, then there are 4 languages: ∅, {0}, {1}, and {0, 1}.
2026-04-04 13:43:17.1775310197
How many languages over {0, 1} are there that contain only strings of length n?
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There are $2^n$ strings of length $n$, so there are $2^{2^n}$ sets of strings of length $n$.