Problem 5: (14 points) Prove that A C C if A C B and B C C. (In order to prove this you need to argue that for every ele
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Problem 5: (14 points) Prove that A C C if A C B and B C C. (In order to prove this you need to argue that for every ele
Problem 5: (14 points) Prove that A C C if A C B and B C C. (In order to prove this you need to argue that for every element x € A it is true that x E C and that there is at least one element y EC such that y & A.)
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