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Set Theorymedium
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Let AAA, BBB, and CCC be sets. Consider the following two statements:

  1. If A∪C=B∪CA \cup C = B \cup CA∪C=B∪C, then A=BA = BA=B.
  2. If A∩C=B∩CA \cap C = B \cap CA∩C=B∩C, then A=BA = BA=B. Which of these statements must always be true?