I have only recently been exposed to sets. According to Wikipedia, as seen on the first bullet mark of the link, $ \forall A: \emptyset \subseteq A$
Does this mean that $\emptyset$ is an element of all sets? (This is False, thank you those that answered)
Is the empty set also a set itself?
Assuming these statements are true, then the empty set therefore an element of the empty set. This does not sound right, please clarify for me. Thank you.