Question: Please provide solution asap to get a upvote NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return

Please provide solution asap to get a upvote

NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Click and drag the steps on the left to their corresponding step number on the right to prove the given statement. An(B- A) = 0 By definition of set difference, x belonging to B - A means that x is in B and x is not in A Therefore, An (8 - A) is empty Suppose that A n (8 - A) is non empty set and x belongs to An (B - A). Therefore, An (8 - A) is not empty Therefore, x is in A and x is in A Therefore, x is in A and x is not in A. That is a contradiction Then x belong to A and x belong to B - A By definition of set difference, x belonging to B - A means that x is in B and x is in A. Reset

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