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Suppose X is the set of all people who are enrolled in FIT1058 . Let A ...

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Suppose X is the set of all people who are enrolled in FIT1058. Let A be the proposition “Hermione is enrolled in FIT1058”.

Which of the following statements would not be equivalent to saying that “Hermione is not enrolled in FIT1058”?

$\neg X$ \neg X

Hermione $\notin X$ \notin X

$\neg A$ \neg A

Hermione $\in \overline{X}$ \in \overline{X}

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