Which of the following statements are true and which are false? Justify your answers with
a short proof or a counter-example:
For every finite set S, S ∈ S
The statement is false. Let S={1}S=\{1\}S={1} . Since {1}∉1\{1\}\notin {1}{1}∈/1 , we haveS∉SS\notin SS∈/S .
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