A sequence is shown below. 0,1,0,1,0,1,0, 1, ...
Which of the following statements best explains whether or not the sequence represents a function?

A the sequence does not represent a function because the terms of the sequence alternate indefinitely

B the sequence represents a function because the terms of the sequence are the zeros of the function F(X)= X^2

C the sequence does not represent a function because the terms of the sequence are not unique

D the sequence represents a function because each position of the sequence is occupied by a single term

only respond if you know the answer, thanks.

:)