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Given the conflict, and noting that in many functional equation problems, if not specified, they expect the explicit family count, but here, the most precise mathematical answer is that there are infinitely many.
But to comply with the format, and since the problem might have been intended to assume continuity, and even then, infinitely many, perhaps the answer is that it is infinite, but we box a representation.
Oh! The fourth has a non-number answer.
Alternatively, if we assume only continuous functions, then still infinitely many.
Given the dilemma, and to provide a mathematically sound response, we conclude that the number of such functions is infinite.
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