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Use a Venn Diagram to Decide If the Statement Is $(A \cap B) \cup C=(A \cup C) \cap(A \cup B)$

Question 194

True/False

Use a Venn diagram to decide if the statement is true or false.
- $(A \cap B) \cup C=(A \cup C) \cap(A \cup B)$
$Use a Venn diagram to decide if the statement is true or false. - (A \cap B) \cup C=(A \cup C) \cap(A \cup B)$

Use a Venn Diagram to Decide If the Statement Is (A∩B)∪C=(A∪C)∩(A∪B)(A \cap B) \cup C=(A \cup C) \cap(A \cup B)(A∩B)∪C=(A∪C)∩(A∪B)

True/False

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Use a Venn Diagram to Decide If the Statement Is $(A \cap B) \cup C=(A \cup C) \cap(A \cup B)$

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