- #1
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Give an example to show that [tex]A\in B[/tex] and [tex] B \in C[/tex] does not imply that [tex]A \in C[/tex]
Maybe I am misunderstanding the problem, but it seems as though there may be an infinite amount of solutions. For example: A = {1}, B = {2, {1}}, C = {5, {2, {1}}}
Is that correct?
Maybe I am misunderstanding the problem, but it seems as though there may be an infinite amount of solutions. For example: A = {1}, B = {2, {1}}, C = {5, {2, {1}}}
Is that correct?